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Masters Degrees (Mathematical Education)

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Do you want to develop your professional expertise and advance your career in education? The Master of Education addresses the professional learning needs of educators, educational administrators, managers, policy makers and others interested or involved in learning and education in the wider community. Read more
Do you want to develop your professional expertise and advance your career in education? The Master of Education addresses the professional learning needs of educators, educational administrators, managers, policy makers and others interested or involved in learning and education in the wider community. The course positions you to be a thought leader. Step beyond where you are now. Think deeply as you connect with research excellence and transform how you practice.

The course addresses learning in schools, workplaces and community. It connects research and practice to make you a stronger thinker, an engaged practitioner and an advanced specialist. You will broaden your knowledge of key learning constructs, deepen your professional learning in specialist areas and advance your capacity as a professional inquirer.

You will build your research knowledge and extend your expertise in one of the following specialisations:

- Adult learning
- Digital learning
- Early childhood education
- Educational leadership and policy
- Expert teaching practice
- General education studies
- Inclusive and special education.

In the Master of Education you can graduate with a generic, broadly applicable qualification, by choosing general leadership studies and selecting units to suit your requirements. Alternatively, you may prefer to choose one of the other specialisations and graduate with a qualification that highlights your particular leadership expertise. The flexible structure means you do not have to finalise your decision before being admitted to the course.

A flexible course delivery also allows you to continue working whilst completing the course. You can choose to engage via a fully online offering or to combine this with attendance at face-to-face workshops if you are able and interested.

Graduates pursue leadership roles in educational environments, business, and community settings.

Visit the website http://www.study.monash/courses/find-a-course/2016/education-d6002?domestic=true

Overview

Please select a specialisation for more details:

Adult learning

Your qualification will be a Master of Education in Adult Learning

Do you want to develop your knowledge and expertise in adult education? If so, this specialisation is for you. It focuses on ways to lead and develop communities of learners and their learning - in workplaces, communities and in local, global and virtual spaces. It offers ideas and approaches to enable participation and learning, through formal and non-formal means, and expand and extend practice and skill development in communities.

Through engagement with contemporary theories, approaches and concepts around lifelong learning and participation, you will identify local and global trends and practices around adult education. You will develop a repertoire of strategies to design engaging learning activities for adults.

You will explore how socially inclusive communities are developed and through practical case studies gain an appreciation of the transformative power of education in promoting community inclusion in global settings. You will learn how experiential learning and transformative approaches to teaching and learning can be used in community contexts to address core social issues such as poverty, racism and crime.

Graduates of this specialisation will be well positioned to manage, deliver and administer learning in workplaces, communities, tertiary and vocational sectors.

Digital learning

Your qualification will be a Master of Education in Digital Learning

Do you want to learn how to adapt digital technologies effectively in teaching and learning across school, tertiary, workplace and community settings? This specialisation engages with the key issues and debates relating to digital technology in education and the application of effective educational technology practices for learning.

It is suited to professionals across school, tertiary, workplace and community settings, who are grappling with how best to design, facilitate and assess the use of digital technologies in teaching and learning.

You will explore current and emerging trends in digital technologies being used in education and develop your understanding of the social, political, economic, cultural and historical issues surrounding their adoption. Your expert practice will develop through engagement with contemporary theories, models and practical strategies for understanding digital technology in education and society. Key issues such as identity, cyber safety, globalisation, equity and emerging forms of social practice will be examined.

You will be immersed in a collaborative and student-centred environment as you experience, practise and critique the design of digital technologies, materials, activities and assessments. There is a special focus on online teaching and learning but instructional issues relating to emerging technologies and practices, such as social media, digital games, mobile devices, virtual worlds and augmented reality will also be explored.

The specialisation is designed for all students regardless of their familiarity with computers.

Graduates will be well positioned to adapt digital technologies effectively in teaching and learning across school, tertiary, workplace and community settings.

Early childhood education

Your qualification will be a Master of Education in Early Childhood Education

If you want to develop your expertise and advance your career in early childhood education, then this specialisation is for you. It develops the expert practice of early childhood educators, leaders, policy makers and others interested in advancing their understanding of young children's learning, addressing the emerging need in global economies to build capacity of professionals in the early childhood sector.

It will equip you to respond to complex issues around children, their families and communities and initiate inclusive teaching and learning practices among young children.

You will develop your awareness of the features of leadership that engages critically and ethically in working with children, families and communities, and apply this to your professional practice.

You will gain an in-depth understanding of the nature of early literacy and numeracy development in the context of everyday life across families and cultures. Contemporary theories and approaches in cross-cultural mathematical and literacy development will form the foundation of a rich repertoire of strategies to promote children's early literacy and numeracy learning.

As a graduate you will be in a position to pursue senior roles in early childhood education, policy, leadership and management. The program will enhance your ability to lead educational work, innovative curriculum, teaching and policy, and professional learning in early childhood contexts.

Educational leadership and policy

Your qualification will be a Master of Education in Educational Leadership and Policy

This specialisation focuses on leadership practices and policy development within educational contexts. It is suited to those who are interested in leading educational initiatives and institutions and extending their knowledge of how to lead, manage and administer capable educational organisations.

You will explore the concept and characteristics of a capable organisation, and evaluate factors that contribute to maintaining and sustaining capable organisations including human intellect, knowledge, values, emotion, learning and organisational culture and climate.

As a result you will acquire a suite of effective leadership strategies for capability building and develop your understanding of how organisations build organisational resilience when confronted with change.

Importantly, you will add to this the capacity to assess organisational capability and develop capacity in particular contexts. Using empirical research you will evaluate the decision making process that occurs within organisations and the aspects that influence it. You will design strategies to improve problem solving and decision making processes and outcomes and enhance organisational capabilities.

Expert teaching practice

Your qualification will be a Master of Education in Expert Teaching Practice

How and what we teach and the way students learn lies at the heart of education. As such, expert teachers and expert teaching are critical ingredients in both formal and informal education. Whether your setting is schools, tertiary education, workplaces or community organisations and groups, this specialisation is designed to extend your interest and deepen your knowledge and practice of teaching and learning in various learning areas and contexts of your choice.

You will address the complexity and the artistry of teaching – advancing your understanding of how learning can be both stimulated and supported – in various learning areas and contexts of your choice.

General education studies

Your qualification will be a Master of Education

Monash understands that professionals are themselves often in the best position to decide the particular knowledge they need to acquire. This specialisation offers the opportunity to select your two specialist units from across the other specialisations.

You can tailor your unit choices to suit your own interests or needs while maintaining a strong focus on leadership. A museum director, for example, may choose a blend of organisational learning and science curriculum and pedagogy in anticipation of leading the museum's science outreach. A current or aspiring principal, planning work in a rural community, may find a Community learning unit an excellent substitute to one suggested for principals.

Inclusive and special education

Your qualification will be a Master of Education in Inclusive and Special Education

Do you want to develop effective strategies to promote inclusion of learners with diverse needs in a range of learning contexts? If so, this specialisation is for you.

It focuses on building inclusive learning environments. You will study theories of, and approaches to, inclusion of diverse learners with particular cultural, social, cognitive and emotional needs across learning contexts. In doing so, you will discover ways in which education can be transformed to include all learners regardless of their age, sexuality, gender, class, ethnicity and disability.

For more information visit the faculty website - http://www.study.monash/media/links/faculty-websites/education

Find out how to apply here - http://www.study.monash/courses/find-a-course/2016/education-d6002?domestic=true#making-the-application

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The Master of Education is a suite of postgraduate modules in professional development for teachers and professionals who work, or have experience of working, in an educational setting. Read more
The Master of Education is a suite of postgraduate modules in professional development for teachers and professionals who work, or have experience of working, in an educational setting.

Why study for Master of Education at Dundee?

The Master of Education programme is essential for all professionals who work in an educational setting and wish to enhance their professional learning and improve career progression prospects. Students can tailor the educational experience to suit their individual experience, needs and interests. The programme can be accessed entirely at a distance via the University virtual learning environment. There are both workplace based and non-workplace based routes through the programme.

The programme is the first in Scotland to be accredited by the International Baccalaureate Organisation and by successfully completing the programme participants can register for an IB advanced certificate in teaching and learning research affording the opportunity of pursuing a career in public, private or international schools across the world.

Professional Accreditation

The course is fully recognised and accredited by the General Teaching Council for Scotland (GTCS).

Flexible Degrees

Most students study part-time completing one module per semester. In certain circumstances students can undertake more than one module per semester.

MEd 1800 hours of part-time study (6x 30M modules in total)
PGDiploma 1200 hours of part-time study (4x30M modules in total)
PGCertificate 600 hours of part-time study (2 x 30M modules in total)

Degree Combinations

Education (including IB Certificate) MEd
Education (Leading Learning and Teaching) MEd
Education (Inclusion and Learner Support) MEd
Education (Nursery/Early Education) MEd
Education (Pupil Care and Support) MEd
Education (Childhood Practice) MEd
Education (International Education) MEd
Education (Developing Mathematical Thinking) MEd
Education (Into Headship) MEd

Who should study this course?

Entry to the programme is open to teachers and professionals with experience of working in educational settings who have a degree or equivalent and relevant experience. Applicants do not have to be currently employed in an educational setting. There is option for a non-workplace based route through the MEd programme as some modules do not require students to be in a workplace-based setting.

What are the aims of the programme?

The programme is designed to develop the knowledge and understanding, skills, attributes and professional values necessary to enhance international professional practice and builds upon competences developed through experience.

The MEd is inquiry-based and provides flexible routes in:
- Leading Learning and Teaching
- Inclusion and Learning
- Nursery/Early Education
- Pupil Care and Support
- International Education
- Developing Mathematical Thinking
- Adult Literacies

How you will be taught

The start date for this course is either September or March each year.

The Programme can take 2 to 3 years depending on a student's circumstances with modules being delivered by blended and distance learning and are supported by the use of the University's virtual learning environment. Study support is offered through our growing network of learning and study centres. Currently these are based at the University of Dundee but shortly will also be available through our collaboration with the Hellenic Association for Education in Athens, Greece.

Recognition for prior learning (RPL) is available for the MEd Programme. Claims for RPL must match to existing modules o the programme with equivalent content and be at the required SCQF level and SCOTCAT credits. Claims can be made, in exceptional circumstances, for up to 50% of the programme. If you have any questions about RPL

What you will study

Participants undertake two core and two optional modules, and either 1 x 60 credit, or 2 x 30 credit workplace projects at the final stage of the programme. There are modules available by distance learning or mixed mode delivery. The Master of Education is characterised by progression through Certificate, Diploma to Masters with exit points at each level.

These awards aim to build on professionals’ initial training and professionalism which has developed throughout their work experience. Because of the considerable distance learning element in the programme, significant individual support is offered through:
- On-line
- Study guides
- Telephone or video conference tutorials
- Face to face tutorials
- E-mail
- Written feedback (electronic)
- Virtual learning environments

Core modules
Reflecting upon Practice
Research Methods for Professional Inquiry
Optional Modules

International Education
Working Supportively with Learners
Working Towards Inclusion
Continuity of Children’s Development : Birth To Eight
Developing Mathematical Thinking
Innovation in the Curriculum
Leadership, Change and Organisational Development
Enquiry into Collaborative Teaching and Learning
Negotiated Study
Leadership and Management of Childhood Practice
Leading Effective Transitions
Leading Learning through Play
Meeting the Needs of Children with Autistic Spectrum Disorder / Complex Social Communication Needs
Employability

How you will be assessed

Individual modules have assessment tailored to aims and content of each module. Most module culminate with a written assignment based around content covered, or research completed, during the module.

Formative and summative assessments are designed to arise naturally from study and work. Major assessments focus directly on application in the workplace. Students are assessed on 4 x 30 credit modules plus a Workplace Based Project (60 credits).

Careers

A majority of students studying for Masters in Education at the University of Dundee are already in full time employment. In addition a number of students either already hold senior management positions or have moved into senior management positions during their time studying on the programme. By engaging with the MEd Programme students are able to influence their own Professional Learning journeys and take control of their own CPD.

As the Master of Education programme is for professionals with some teaching or educational experience the programme will not qualify you to teach in Scotland.

Flexible Degrees

Most students study part-time completing one module per semester. In certain circumstances students can undertake more than one module per semester.

Degree Length of study
Distance learning (2 optional contact days per module)
MEd 1800 hours of part-time study ( 6 x 30M modules in total)
PGDiploma 1200 hours of part-time study (4 x 30M modules in total)
PGCertificate 600 hours of part-time study (2 x 30M modules in total)

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Ranked number one in Wales for student satisfaction (Complete University Guide 2017), Education at Wrexham Glyndwr University is one of the institution's most successful courses, working closely with organisations in a wide group of sectors, notably FE, health and training. Read more
Ranked number one in Wales for student satisfaction (Complete University Guide 2017), Education at Wrexham Glyndwr University is one of the institution's most successful courses, working closely with organisations in a wide group of sectors, notably FE, health and training.

The department has had a successful period which included strong performances in the Sunday Times and Guardian league tables.

Our MA Education has been designed to provide content and context that relates directly to the work of educational professionals in their settings including schools, colleges, universities and public sector organisations. All content and assignments are work-related, enabling you to consider the latest theoretical underpinning for the subject area selected relating to your work.

You can select from the following named routes:
-MA Education (Learning & Teaching)
-MA Education (Leadership)
-MA Education (Additional Learning Needs)
-MA Education (Youth and Community Work)
-MA Education (Counselling Skills for Education)
-or make their own selection of modules to achieve the generic MA Education award.

The MA Education (Additional Learning Needs) has two pathways. There are generic SEN/ALN modules or, candidates may elect to study the specific British Dyslexia Association accredited modules to achieve the Approved Teacher Status (ATS) and then the Associate Member of the British Dyslexia Association (AMBDA) awards.

The MA Education has been designed to meet the requirements of the Welsh Government’s priorities for education and caters for a wide range of professionals who are involved in delivering education in a variety of organisations and related settings. Partners involved in the design of this programme included: local authorities; FE colleges; voluntary and community organisations, nurse educators; headteachers; teachers and current students.

Whatever setting you come from, you will be challenged to extend your thinking about the subjects you select, deepen your understanding of the content and theoretical foundations of the area and, be encouraged to reflect critically upon how this will impact on your practice. All assignments will be context related to enable you to implement many of the ideas discussed and to evaluate their success.

Key Course Features

-The course is designed in partnership with LEAs, local further and higher education and training providers, professional agencies and leading consultants.
-The MA provides Continuing Professional Development for professionals working in schools, further education and training, higher education and community and voluntary sectors.
-The course provides progression opportunities from undergraduate level by offering a number of exit points: single module, postgraduate certificate, postgraduate diploma and MA Education.
-The programme is accredited by the British Dyslexia Association (BDA).

What Will You Study?

The programme is structured to develop your skills and concepts incrementally through the following stages:
-Postgraduate Certificate stage: 1 core module: Mastering Professional Learning, and 1 option module.
-Postgraduate Diploma stage: 1 core module: Research Methodology and Enquiry in Education, and 1 option module.
-MA Education stage: A dissertation on an aspect of interest that you wish to explore.

A selection of the option modules available include (subject to numbers):
-Overview of behaviour management
-Supporting mathematical learning: pupils with specific learning difficulties
-Supporting pupils with literacy difficulties and dyslexia
-Inclusion
-Poverty, Attainment and Education
-Learning from Teaching
-Promoting Positive Behaviour
-Recognising, Respecting and Developing Individuality
-Curriculum Design and Development
-Learning and Assessment
-Language and Literacy in Learning and Teaching
-Effective Professional Learning Communities (60 credits)
-Teaching Critical Thinking, Reasoning and Argument Skills
-Teaching and Learning with Technology
-Mentoring to Develop and Improve Professional Practice
-Negotiated Learning
-Leadership and Management in Education
-Leading and Managing Professionals
-Accountability, Evaluation and School Improvement
-Strategic and Developmental Planning for School Improvement
-Impact of Developmental Ages and Stages on the Counselling Relationship
-Using Creative Resources in Counselling
-Relationships in Schools: How to Use Counselling Skills to Support Pupils’ Well-being and Achievement
-Therapeutic Play Skills

The information listed in this section is an overview of the academic content of the programme that will take the form of either core or option modules. Modules are designated as core or option in accordance with professional body requirements and internal academic framework review, so may be subject to change.

Assessment and Teaching

Assessments will reflect the professional context in which you work and reflect an enquiry-led approach to learning that comprises portfolios, presentations, reports, research projects, reports to seminar groups and essays.

Career Prospects

The Careers & Zone at Wrexham Glyndŵr University is there to help you make decisions and plan the next steps towards a bright future. From finding work or further study to working out your interests, skills and aspirations, they can provide you with the expert information, advice and guidance you need.

This course provides a career-enhancing, internationally-recognised award that is valued by many professions.

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The Mathematics Education MA is for teachers, tutors and others interested in how mathematics is taught and learnt. The programme gives students the opportunity to explore issues in mathematics teaching, to consider the theoretical underpinnings, and to carry out a rigorous study of mathematical learning. Read more
The Mathematics Education MA is for teachers, tutors and others interested in how mathematics is taught and learnt. The programme gives students the opportunity to explore issues in mathematics teaching, to consider the theoretical underpinnings, and to carry out a rigorous study of mathematical learning.

Degree information

In the two core modules students consider research-based developments in mathematics teaching and their related sociological, psychological, curricular and linguistic issues, and they engage with mathematics itself, finding implications for teaching. Optional modules and the independent dissertation/report explore learning with digital technologies, study the wider values and practices of education, and allow teachers to develop and critique their own practice.

Students undertake modules to the value of 180 credits.

The Mathematics Education MA consists of two core modules (60 credits), two optional modules (60 credits) and a dissertation (60 credits) or report (30 credits). A Postgraduate Diploma, two core modules (60 credits), two optional modules (60 credits), full-time nine months or flexible study up to five years, is offered. A Postgraduate Certificate, two optional modules (60 credits),flexible study over a period of up to two years, is offered.

Core modules
-Understanding Mathematics Education
-Mathematics for Teachers

The module A level Mathematics Pedagogy is not scheduled to run in 2017-18, but is an allowed alternative core module, replacing Mathematics for Teachers.

Optional modules
-Digital Technologies for Mathematical Learning
-What is Education?

Dissertation/report
All students undertake an independent research project which culminates in a 17,000-word dissertation or 8,000-word report.

Teaching and learning
Teaching varies according to the modules and includes face-to-face seminars and discussions of reading, mathematical workshops, student presentations, as well as online interactions. Only one module, Digital Technologies in Mathematical Learning, can be studied at a distance.

Careers

Graduates of this programme are currently working across a broad range of areas. Some are working as secondary school heads of mathematics, while others have jobs as primary school mathematics leads. Graduates can also be found working as head teachers and mathematics education lecturers.

Top career destinations for this degree:
-Independent School Teacher, Girls Day School Trust (GDST)
-Maths Tutor, Elm Court School
-Secondary School Teacher (Maths and Assistant Head of Year), Acland Burghley School
-Secondary School Teacher (Maths), Park View
-Primary Teaching (School Direct), Institute of Education, University of London (IOE)

Employability
For most teachers, the Mathematics Education MA enhances their satisfaction in teaching and adds a thoughtful critique that balances the pressures of teaching. It develops skills in mathematics, pedagogy, research methods and writing. This programme is a vital stepping stone to a higher degree in mathematics education and a post in teacher education or education research. For non-teachers, this programme develops transferable skills of writing, critical analysis and understanding of how a mathematical perspective differs from other forms of reasoning.

Why study this degree at UCL?

The Curriculum, Pedagogy and Assessment Department at UCL Institute of Education is a world-leading centre for geography, business, mathematics, history, religious education, citizenship and science education. Students will work with tutors who are at the forefront of mathematics education research and who are directly involved in some of these developments.

The department provides an impressive range of cutting-edge MA and CPD courses, presented in face-to-face, distance learning or mixed mode formats. In addition we offer a first class PhD programme and staff are actively involved in an extensive range of innovative, nationally and internationally acclaimed, research and development projects.

The department's student population is very diverse: students on initial teacher education courses, practising teachers, and a rich and diverse range of international students.

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The MA Education is designed to enhance your professional practice and help you make improvements which will make a positive difference either within the classroom or your particular work environment. Read more
The MA Education is designed to enhance your professional practice and help you make improvements which will make a positive difference either within the classroom or your particular work environment.

Highly flexible, it caters for educators with a diverse range of experience, development needs, and study requirements. It is suitable for teachers, those in leadership or policy-making roles, and other practitioners working in education or related settings.

Mathematics Education

Many learners struggle with mathematics, and yet numerical ability is essential both in the workplace and every day life. This specialism will give you the tools to improve your own professional practice and adopt the latest innovations to help your students excel.

The syllabus may include:

* Context and issues - nature of mathematical knowledge; mathematics as human activities; an overview of research in mathematics education

* Curriculum and task design - designing mathematically rich tasks; mathematics education as design science; designing learning hypothetical trajectory; designing teaching units and tasks

* Mathematical understanding and thinking - models of mathematical thinking and understanding; concept formations of mathematical knowledge; socio-cultural theories of learning

* Teachers’ roles in the classroom - teaching approaches and interventions; establishing social norms in classrooms; use of technologies; evaluation of teaching

* Assessment of students’ learning - methodologies to assess understanding; attitude towards mathematics; use of assessment

* Technology – use of technologies in the classroom; latest innovations and potential impacts; evaluations of software such as GeoGebra or Tinkerplots and digital textbooks; designing innovative learning environments with digital technology

Modules

The precise modules available to you in future years may vary depending on staff availability and research interests, new topics of study, timetabling and student demand, please see the website for a current list of modules available http://www.exeter.ac.uk/postgraduate/taught/education/educationma/modules/

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The University of Northampton has a long standing reputation for high quality teaching and research and is passionate about transforming the lives of children and young people in the UK and internationally. Read more
The University of Northampton has a long standing reputation for high quality teaching and research and is passionate about transforming the lives of children and young people in the UK and internationally.

With its thriving community of practice, Education (Mathematics) at the University of Northampton has established a well-earned national reputation. Our tutors have all taught in schools and are experts in their respective disciplines within the mathematics teaching field: the combination of our expertise is the strength of our teaching team which offers our students far more than the sum of our parts.

Our MA in Education (Mathematics) Pathway offers opportunities for graduates who work in teaching to extend their knowledge, understanding and skills. One students says‘…[the tutor] makes managing studying alongside work manageable. What we learn is so interesting it doesn’t seem like a chore. Thank you.’ (MA in Education [Mathematics] student).

Course content

The MA in Education (Mathematics) Pathway offers Level 7 study to professionals teaching mathematics to:
-Critically evaluate the impact of recent legislation and policy on mathematics provision.
-Enhance their knowledge and understanding of children’s mathematical development.
-Investigate and critique theoretical perspectives in mathematics and their applications to practice.
-Engage with research and literature influencing developments in mathematics teaching policy and practice.
-Critically explore cutting-edge developments in the mathematics teaching field, in the UK and internationally.

Throughout the MA in Education (Mathematics) Pathway, opportunities to engage in deep-level critical reflection with other like-minded professionals and specialist tutors enable our students to gain secure understanding of complex issues in the dynamic and exciting field of mathematics teaching to inform their professional practice.

The MA in Education (Mathematics) offers a flexible approach through standard or blended approaches. Participants can either choose to study a full MA degree, or may exit the programme earlier to attain other qualifications:
-Stage one: two specified M level modules, exit with a Postgraduate Certificate in Primary Mathematics.
-Stage two: two further M level modules, exit with a Postgraduate Diploma in Education (Mathematics).
-Stage three: Dissertation or Research Thesis, leading to the full MA in Education (Mathematics) degree.

Course modules (16/17)

-Research Thesis
-Curriculum Leadership in Mathematics
-Contemporary Issues in Mathematics Education
-Mathematical Topics
-Mathematical Processes
-Inclusion in Mathematics Teaching and Learning
-Organisational based Project
-Principles and Practice in Coaching and Mentoring

Methods of Learning

The entire MA involves 140 hours of taught sessions, all of which are taught as interactive sessions involving activities and discussions. This means students will typically attend classes for six hours per week if studying full time, although this may vary depending on the modules taken. In addition full-time students will be expected to undertake a further 24 hours per week of private study and research. Part-time students taking the course over three years will be expected to do one third of this. You should however be aware that this is not consistently spread across the year and that at some points you may be working considerably more hours in a week. There will also be the chance to attend additional optional sessions and presentations connected to the research undertaken at the Faculty of Education and Humanities.

Assessments

The course assessment involves essays, portfolios, presentations, practical projects and small scale studies. Students will complete their final Dissertation or Research Thesis on a topic negotiated with a tutor.

Careers

Typical career opportunities for MA graduates in the field include leadership roles in schools, lecturing in further and higher education, research in the field of mathematics education and policy development in the field of mathematics education.

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The University of Dundee has a long history of mathematical biology, going back to Professor Sir D'Arcy Wentworth Thompson, Chair of Natural History, 1884-1917. Read more

Mathematical Biology at Dundee

The University of Dundee has a long history of mathematical biology, going back to Professor Sir D'Arcy Wentworth Thompson, Chair of Natural History, 1884-1917. In his famous book On Growth and Form (where he applied geometric principles to morphological problems) Thompson declares:

"Cell and tissue, shell and bone, leaf and flower, are so many portions of matter, and it is in obedience to the laws of physics that their particles have been moved, molded and conformed. They are no exceptions to the rule that God always geometrizes. Their problems of form are in the first instance mathematical problems, their problems of growth are essentially physical problems, and the morphologist is, ipso facto, a student of physical science."

Current mathematical biology research in Dundee continues in the spirit of D'Arcy Thompson with the application of modern applied mathematics and computational modelling to a range of biological processes involving many different but inter-connected phenomena that occur at different spatial and temporal scales. Specific areas of application are to cancer growth and treatment, ecological models, fungal growth and biofilms. The overall common theme of all the mathematical biology research may be termed"multi-scale mathematical modelling" or, from a biological perspective, "quantitative systems biology" or"quantitative integrative biology".

The Mathematical Biology Research Group currently consists of Professor Mark Chaplain, Dr. Fordyce Davidson and Dr. Paul Macklin along with post-doctoral research assistants and PhD students. Professor Ping Lin provides expertise in the area of computational numerical analysis. The group will shortly be augmented by the arrival of a new Chair in Mathematical Biology (a joint Mathematics/Life Sciences appointment).

As a result, the students will benefit directly not only from the scientific expertise of the above internationally recognized researchers, but also through a wide-range of research activities such as journal clubs and research seminars.

Aims of the programme

1. To provide a Masters-level postgraduate education in the knowledge, skills and understanding of mathematical biology.
2. To enhance analytical and critical abilities and competence in the application of mathematical modeling techniques to problems in biomedicine.

Prramme Content

This one year course involves taking four taught modules in semester 1 (September-December), followed by a further 4 taught modules in semester 2 (January-May), and undertaking a project over the Summer (May-August).

A typical selection of taught modules would be:

Dynamical Systems
Computational Modelling
Statistics & Stochastic Models
Inverse Problems
Mathematical Oncology
Mathematical Ecology & Epidemiology
Mathematical Physiology
Personal Transferable Skills

Finally, all students will undertake a Personal Research Project under the supervision of a member of staff in the Mathematical Biology Research Group.

Methods of Teaching

The programme will involve a variety of teaching formats including lectures, tutorials, seminars, journal clubs, case studies, coursework, and an individual research project.

Taught sessions will be supported by individual reading and study.

Students will be guided to prepare their research project plan and to develop skills and competence in research including project management, critical thinking and problem solving, project reporting and presentation.

Career Prospects

The Biomedical Sciences are now recognizing the need for quantitative, predictive approaches to their traditional qualitative subject areas. Healthcare and Biotechnology are still fast-growing industries in UK, Europe and Worldwide. New start-up companies and large-scale government investment are also opening up employment prospects in emerging economies such as Singapore, China and India.

Students graduating from this programme would be very well placed to take advantage of these global opportunities.

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The MSc Mathematics Education focuses in detail on important issues emerging from research into the teaching and learning of Mathematics at all levels, particularly with regards to developing understanding in Mathematis. Read more
The MSc Mathematics Education focuses in detail on important issues emerging from research into the teaching and learning of Mathematics at all levels, particularly with regards to developing understanding in Mathematis. The course builds on existing research taking place here in the Durham University School of Education, conducted by Dr Patrick Barmby.

Facts

Find out more about entry requirements, duration of the course and tuition fees here. (Note: this link will direct you to the University's central course tool. Use the link provided to return to the School of Education homepage.)

How will I be taught?

Teaching on the specialised core modules takes place in three full days, taught at weekends. This allows full-time and part-time, home and international students to meet. The teaching involves a combination of lectures, seminars, tutorials and practical activities.

You will be assessed using a variety of methods, including presentations, written assignments and portfolios.

What will I learn?

You will take Research Methods in Education (30 credits) and two other core modules: Developing Understanding in Mathematics and Representations and Reasoning in Mathematics. You will also choose one additional module from across those running in the School of Education. You will also research and write up a 15,000 word dissertation within the field of Mathematics Education. This is a supervised piece of work supported by specialists in the field.

The two core modules are:

-Developing Understanding in Mathematics

The module focuses on the notion of understanding in Mathematics in relation to learning theories and linking these ideas to broader issues such as problem solving, creativity, misconceptions and assessment. The implications of the research literature on these issues are examined in terms of pedagogical practice.

Assignments include a presentation on key issues from the research in a specific area of Mathematics (30%) and a 3,500 word assignment relating the theory of developing understanding to practice in schools with implications for teaching (70%).

-Representations and Reasoning in Mathematics

The module focuses on the use of mathematical representations in the teaching of Mathematics, relating the use of these to learning theories and relating these ideas more broadly to mathematical thinking and reasoning. Key representations that are used in both primary and secondary Mathematics classrooms are examined.

Assignments include a portfolio examining the use of a particular mathematical representation in the classroom (30%) and a 3,500 word assignment relating the theory of the use of mathematical representations to practice in schools with implications for teaching (70%).

The optional modules available for you to choose from are:

21st Century Technology (30 credits)
Arts in Education (30 credits)
Classroom Assessment (30 credits)
Judgement based assessment (30 credits)
Enhancing Teaching and Learning through Productive Thinking (30 credits)
Curriculum Analysis (30 credits)
Standardised Test and Exams (30 credits)
Intercultural and International Education (30 credits)
Intercultural Communication (30 credits)
Improving Computer Education (30 credits)
Management, Leadership and Change (30 credits)
Policy Studies (30 credits)
Psychology of the Learner (30 credits)
Special Educational Needs and Inclusion: Rhetoric or Reality? (30 credits)
Learning and Teaching in Science (30 credits)
Physics as an Additional Subject Specialism (30 credits)
Chemistry as an Additional Subject Specialism (30 credits)

Who will teach me?

Dr Patrick Barmby is a Lecturer in Primary Mathematics at the Durham University School of Education. In the past, he has published on a broad range of areas, including attitudes towards science and teacher recruitment and retention. However, his main areas of research are the notion of understanding in Mathematics, the role of representations in understanding and reasoning in Mathematics and teacher subject knowledge in Mathematics. Along with colleagues, Patrick wrote the textbook for primary teachers, Primary Mathematics: Teaching for Understanding, published in 2009 by Open University Press. This was based on his research work on understanding, reasoning and representations in Mathematics. Patrick and colleagues received research funding from the Nuffield Foundation for the project ‘Visual representations in the primary classroom', which aims to develop primary teachers' use of visual representations particularly for multiplication and fractions.

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The Postgraduate Certificate in Primary Mathematics is a three module credit course at M level, consisting of a single taught module and a double module supporting your action research. Read more
The Postgraduate Certificate in Primary Mathematics is a three module credit course at M level, consisting of a single taught module and a double module supporting your action research.

It is a part-time course designed for students working full-time. Each module has an attached assignment which can draw directly on your own practice and setting.

See the website http://www.brookes.ac.uk/Courses/Postgraduate/PGCert-Education-Primary-Mathematics/

Why choose this course?

- The course helps you to delve explore the issues surrounding the teaching of mathematics including curriculum demands, attainment and pupil progress.

- It focuses on inquiry, particularly into your own practice, or the practices of your organisation.

- It will introduce you to ways in which you can enhance mathematical pedagogy.

- You will receive support in researching, analysing and reflecting on an element of your practice or context.

- You will learn how to adapt to demands in the teaching of primary mathematics, and be helped to facilitate the achievement and progress of pupils within your setting.

This course in detail

Module details:
- Enhancing Mathematical Pedagogy
This module facilitates current professionals, including practising teachers, to improve educational outcomes associated with primary mathematics. You will enhance your own individual teaching practice in primary mathematics, and develop a deeper understanding of pedagogy and subject knowledge, together with an understanding of research into the teaching and learning of mathematics from ages 4 - 11.

Sessions will cover:
- good practice in primary mathematics teaching - through investigating key research in mathematical learning and conceptual development, and looking at how this links to classroom practice

- Mathematics as a culturally situated and identity driven practice - by looking at national and international practice in mathematics education, and models of social representation and dialogical identity, we will discuss many of the often ignored impacts on learning and development

- curricular change and development in teaching of mathematics, from ages 4 - 11, aligning teaching and subject knowledge, enabling you to identify areas for your own subject knowledge enhancement

- ways of 'surveying' mathematical teaching and analysing attainment in your class/classes, and using this to plan interventions and 'next steps' around specific mathematical concepts.

- Action Research (double module)
This double module supports you in reflecting upon and developing your practice by undertaking an action research project of your own choosing, in your own context.

It is intended that the results of this research should feed into a wider network of good practice. Session content is determined by the focus of the inquiries selected by students, adopting a 'learning set' approach.

Group seminars and workshops will provide a structured introduction to action research followed by the development of small working groups to support the stages of individual projects and provide peer group support. You will be introduced to relevant academic theory and research and have access to support material from the MA in Education online resources.

Please note: as our courses are reviewed regularly the list of modules you choose from may vary from that shown here.

Attendance pattern

This course takes place on Wednesday evenings 5.00pm - 8.00pm at the Harcourt Hill Campus, and takes place in three academic terms: September-December; January-April; May-July.

How this course helps you develop

The PGCertificate aims to develop reflective practitioners at master's level.

Careers

Your learning on the course may lead to better prospects for career advancement and students may change role / direction as a function of developing new understandings and skills from their work on the course.

Free language courses for students - the Open Module

Free language courses are available to full-time undergraduate and postgraduate students on many of our courses, and can be taken as a credit on some courses.

Please note that the free language courses are not available if you are:
- studying at a Brookes partner college
- studying on any of our teacher education courses or postgraduate education courses.

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This programme develops mathematical modelling skills and provides mathematical techniques required by industry. The period October to June is devoted to lectures, tutorials and practical sessions comprising the core modules. Read more
This programme develops mathematical modelling skills and provides mathematical techniques required by industry.

The period October to June is devoted to lectures, tutorials and practical sessions comprising the core modules.

This is followed by a period of about 14 weeks devoted to an individual project either in an industrial or engineering company or at the University.

Core study areas include mathematical modelling, regular and chaotic dynamics, programming and numerical methods, advanced reliability, availability and maintainability, elements of partial differential equations, static and dynamic optimisation and fluid mechanics.

See the website http://www.lboro.ac.uk/study/postgraduate/programmes/departments/mathematics/industrial-maths-modelling/

Programme modules

Compulsory Modules:
Semester 1
- Mathematical Modelling I
- Regular and Chaotic Dynamics
- Programming and Numerical Methods
- Advanced Reliability, Availability and Maintainability

Semester 2
- Mathematical Modelling II
- Elements of Partial Differential Equations
- Static and Dynamic Optimisation
- Fluid Mechanics

Assessment

A combination of written examinations, reports, individual and group projects, and verbal presentations.

Careers and further Study

Graduate employment over a wide range of industries encompassing aerospace, automotive electronics, and computer interests as well as software houses, insurance companies, and research establishments and institutions.

Scholarships and sponsorships

A limited number of scholarships are available for this programme as well as the loyalty bonus scheme which reduces fees for Loughborough graduates.

Why choose mathematics at Loughborough?

Mathematics at Loughborough has a long history of innovation in teaching, and we have a firm research base with strengths in both pure and applied mathematics as well as mathematics education.

The Department comprises more than 34 academic staff, whose work is complemented and underpinned by senior visiting academics, research associates and a large support team.

The programmes on offer reflect our acknowledged strengths in pure and applied research in mathematics, and in some cases represent established collaborative training ventures with industrial partners.

- Mathematics Education Centre (MEC)
The Mathematics Education Centre (MEC) at Loughborough University is an internationally renowned centre of research, teaching, learning and support. It is a key player in many high-profile national initiatives.
With a growing number of academic staff and research students, the MEC provides a vibrant, supportive community with a wealth of experience upon which to draw.
We encourage inquiries from students who are interested in engaging in research into aspects of learning and teaching mathematics at Masters, PhD and Post Doc levels. Career prospects With 100% of our graduates in employment and/or further study six months after graduating, career prospects are excellent. Graduates go on to work with companies such as BAE Systems, Citigroup, Experian, GE Aviation, Mercedes Benz, Nuclear Labs USA and PwC.

- Career prospects
With 100% of our graduates in employment and/or further study six months after graduating, career prospects are excellent. Graduates
go on to work with companies such as BAE Systems, Citigroup, Experian, GE Aviation, Mercedes Benz, Nuclear Labs USA and PwC.

Find out how to apply here http://www.lboro.ac.uk/study/postgraduate/programmes/departments/mathematics/industrial-maths-modelling/

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This MSc provides an ideal foundation for students wishing to advance their mathematical modelling skills. The programme teaches students the basic concepts which arise in a broad range of technical and scientific problems and illustrates how these may be applied in a research context to provide powerful solutions. Read more
This MSc provides an ideal foundation for students wishing to advance their mathematical modelling skills. The programme teaches students the basic concepts which arise in a broad range of technical and scientific problems and illustrates how these may be applied in a research context to provide powerful solutions.

Degree information

Students develop an understanding of the processes undertaken to arrive at a suitable mathematical model and are taught the fundamental analytical techniques and computational methods used to develop insight into system behaviour. The programme introduces a range of problems - industrial, biological and environmental - and associated conceptual models and solutions.

Students undertake modules to the value of 180 credits.

The programme consists of five core modules (75 credits), three optional modules (45 credits), and a research dissertation (60 credits). The part-time option normally spans two years. The eight taught modules are spread over the two years. The research dissertation is taken in the summer of the second year.

Core modules
-Advanced Modelling Mathematical Techniques
-Nonlinear Systems
-Operational Research
-Computational and Simulation Methods
-Frontiers in Mathematical Modelling and its Applications

Optional modules
-Asymptotic Methods & Boundary Layer Theory
-Biomathematics
-Cosmology
-Evolutionary Game Theory and Population Genetics
-Financial Mathematics
-Geophysical Fluid Dynamics
-Mathematical Ecology
-Quantitative and Computational Finance
-Real Fluids
-Traffic Flow
-Waves and Wave Scattering

Dissertation/report
All MSc students undertake an independent research project, which culminates in a dissertation of approximately 15,000-words and a project presentation.

Teaching and learning
The programme is delivered through seminar-style lectures and problem and computer-based classes. Student performance is assessed through a combination of unseen examination and coursework. For the majority of courses, the examination makes up between 90–100% of the assessment. The project is assessed through the dissertation and an oral presentation.

Careers

Our graduates have found employment in a wide variety of organisations such as Hillier-Parker, IBM, Swissbank, Commerzbank Global Equities, British Gas, Harrow Public School, Building Research Establishment and the European Centre for Medium-Range Weather-Forecasting. First destinations of recent graduates include:
-R.T.E: Engineer
-Tower Perrins: Actuarist
-Deloitte: Quantitative Analyst
-UCL: Research Associate
-C-View: Quantitative Trader
-One-to-One: Maths Tutor
-UCL Research Degree - Mathematics
-Duff & Phelps Ltd: Financial Engineer
-Bank of Tokyo Mitsubishi: Assistant Compliance Officer

Employability
The finance, actuarial and accountancy professionals are constantly in demand for high-level mathematical skills and recent graduates have taken positions in leading finance-related companies such as UBS, Royal Bank of Scotland, Societe Generale, PricewaterhouseCoopers, Deloitte, and KPMG.

In the engineering sector, recent graduates from the MSc include a mathematical modeller at Steet Davies Gleave, a leading Transportation Planning Consultancy; and a graduate trainee at WesternGreco, a business segment of Schlumberger that provides reservoir imaging, monitoring, and development services. In addition, a number of graduates have remained in education either progressing to a PhD or entering the teaching profession.

Why study this degree at UCL?

UCL Mathematics is internationally renowned for its excellent individual and group research that involves applying modelling techniques to problems in industrial, biological and environmental areas.

The department hosts a stream of distinguished international visitors. In recent years four staff members have been elected fellows of the Royal Society, and the department publishes the highly regarded research journal Mathematika.

This MSc enables students to consolidate their mathematical knowledge and formulate basic concepts of modelling before moving on to case studies in which models have been developed for issues motivated by industrial, biological or environmental considerations.

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Working at a frontier of mathematics that intersects with cutting edge research in physics. Mathematicians can benefit from discoveries in physics and conversely mathematics is essential to further excel in the field of physics. Read more
Working at a frontier of mathematics that intersects with cutting edge research in physics.

Mathematicians can benefit from discoveries in physics and conversely mathematics is essential to further excel in the field of physics. History shows us as much. Mathematical physics began with Christiaan Huygens, who is honoured at Radboud University by naming the main building of the Faculty of Science after him. By combining Euclidean geometry and preliminary versions of calculus, he brought major advances to these areas of mathematics as well as to mechanics and optics. The second and greatest mathematical physicist in history, Isaac Newton, invented both the calculus and what we now call Newtonian mechanics and, from his law of gravity, was the first to understand planetary motion on a mathematical basis.

Of course, in the Master’s specialisation in Mathematical Physics we look at modern mathematical physics. The specialisation combines expertise in areas like functional analysis, geometry, and representation theory with research in, for example, quantum physics and integrable systems. You’ll learn how the field is far more than creating mathematics in the service of physicists. It’s also about being inspired by physical phenomena and delving into pure mathematics.

At Radboud University, we have such faith in a multidisciplinary approach between these fields that we created a joint research institute: Institute for Mathematics, Astrophysics and Particle Physics (IMAPP). This unique collaboration has lead to exciting new insights into, for example, quantum gravity and noncommutative geometry. Students thinking of enrolling in this specialisation should be excellent mathematicians as well as have a true passion for physics.

See the website http://www.ru.nl/masters/mathematics/physics

Why study Mathematical Physics at Radboud University?

- This specialisation is one of the few Master’s in the world that lies in the heart of where mathematics and physics intersect and that examines their cross-fertilization.
- You’ll benefit from the closely related Mathematics Master’s specialisations at Radboud University in Algebra and Topology (and, if you like, also from the one in Applied Stochastics).
- Teaching takes place in a stimulating, collegial setting with small groups. This ensures that at Radboud University you’ll get plenty of one-on-one time with your thesis supervisor.
- You partake in the Mastermath programme, meaning you can follow the best mathematics courses, regardless of the university in the Netherlands that offers them. It also allows you to interact with fellow mathematic students all over the country.
- As a Master’s student you’ll get the opportunity to work closely with the mathematicians and physicists of the entire IMAPP research institute.
- More than 85% of our graduates find a job or a gain a PhD position within a few months of graduating. About half of our PhD’s continue their academic careers.

Career prospects

Mathematicians are needed in all industries, including the industrial, banking, technology and service industry and also within management, consultancy and education. A Master’s in Mathematics will show prospective employers that you have perseverance, patience and an eye for detail as well as a high level of analytical and problem-solving skills.

Job positions

The skills learned during your Master’s will help you find jobs even in areas where your specialised mathematical knowledge may initially not seem very relevant. This makes your job opportunities very broad indeed and is why many graduates of a Master’s in Mathematics find work very quickly.
Possible careers for mathematicians include:
- Researcher (at research centres or within corporations)
- Teacher (at all levels from middle school to university)
- Risk model validator
- Consultant
- ICT developer / software developer
- Policy maker
- Analyst

PhD positions

Radboud University annually has a few PhD positions for graduates of a Master’s in Mathematics. A substantial part of our students attain PhD positions, not just at Radboud University, but at universities all over the world.

Our research in this field

The research of members of the Mathematical Physics Department, emphasise operator algebras and noncommutative geometry, Lie theory and representation theory, integrable systems, and quantum field theory. Below, a small sample of the research our members pursue.

Gert Heckman's research concerns algebraic geometry, group theory and symplectic geometry. His work in algebraic geometry and group theory concerns the study of particular ball quotients for complex hyperbolic reflection groups. Basic questions are an interpretation of these ball quotients as images of period maps on certain algebraic geometric moduli spaces. Partial steps have been taken towards a conjecture of Daniel Allcock, linking these ball quotients to certain finite almost simple groups, some even sporadic like the bimonster group.

Erik Koelink's research is focused on the theory of quantum groups, especially at the level of operator algebras, its representation theory and its connections with special functions and integrable systems. Many aspects of the representation theory of quantum groups are motivated by related questions and problems of a group representation theoretical nature.

Klaas Landsman's previous research programme in noncommutative geometry, groupoids, quantisation theory, and the foundations of quantum mechanics (supported from 2002-2008 by a Pioneer grant from NWO), led to two major new research lines:
1. The use of topos theory in clarifying the logical structure of quantum theory, with potential applications to quantum computation as well as to foundational questions.
2. Emergence with applications to the Higgs mechanism and to Schroedinger's Cat (aka as the measurement problem). A first paper in this direction with third year Honours student Robin Reuvers (2013) generated worldwide attention and led to a new collaboration with experimental physicists Andrew Briggs and Andrew Steane at Oxford and philosopher Hans Halvorson at Princeton.

See the website http://www.ru.nl/masters/mathematics/physics

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This is a Postgraduate Certificate of Education (PGCE) course, also known as Postgraduate Certificate (PG Cert). Read more

About the Course

This is a Postgraduate Certificate of Education (PGCE) course, also known as Postgraduate Certificate (PG Cert).

The PGCE Primary programme at Brunel University London offers you the opportunity to qualify as a teacher across the whole primary age range of 5-11 years with an emphasis in either the 5-8 or the 7-11 age range.

Aims

This one-year full-time course equips graduates to teach in primary schools.

Brunel University London works in partnership with local schools for initial teacher education through an associate tutor system (teachers in school who act as mentors during school placements). This approach not only helps to ensure that courses are meeting the needs of schools but also gives students a sound appreciation of the profession.

The intensive programme combines courses in principles and methods of teaching with practical school-based teaching placements and students are assessed on both elements.

Funding

Please follow this link https://www.getintoteaching.education.gov.uk/bursaries-and-funding

Course Content

Students take all the primary National Curriculum subjects, with a combination of centre-based and school-based training.

Personal, social and health education, together with citizenship, are also featured on the course, with complementary work undertaken in schools.

Trainees will study the equivalent of four modules at Masters level giving 60 M-Level credits which can be counted towards appropriate Master's Degrees at Brunel University London and at many other universities.

The modules focus on the compulsory National Curriculum subjects and ICT, with Special Educational Needs, Specialism Pathway and Professional Practice.

-Modules (all compulsory)
-Investigating Professional Practice
-Lesson planning for teaching and learning, including differentiation
-Evaluating teaching and learning in relation to precise objectives
-Researching learning and teaching
-Establishing and maintaining order in the classroom
-Key teaching skills
-Working with other adults (including support staff and parents) and developing key interpersonal skills
-Government guidelines and statutory and legal frameworks, including the ‘Code of Practice for Pupils with Special Educational Needs’ and ‘Every Child Matters’
-Meeting the needs of children with EAL
-Meeting the needs of the most able pupils
-Learning, Teaching and Assessing the Primary Curriculum
-The National Curriculum for English for Key Stages 1 and 2, and insights into the relevant aspects of the curriculum for the Foundation Stage and KS3
-The Primary National Strategies
-Subject knowledge for teaching English, including phonics, handwriting, spelling, grammar, children’s literature, poetry and drama
-SEND specific to English/Literacy (eg dyslexia)
-Assessment specific to reading, writing, speaking and listening (eg Miscue Analysis)
-The National Curriculum for Mathematics for Key Stages 1 and 2 and relevant aspects of the curriculum for the Foundation stage and KS3
-Subject knowledge for teaching mathematics, including written and mental calculation strategies, the nature of the four operations, problem solving and investigative work, shape, space and measurement, data handling and the effective use of ICT in mathematics teaching
-SEND specific to mathematics (eg dyscalculia) and the effects of other types of SEND (eg autism) on mathematical achievement
-The National Curriculum for Science for Key Stages 1 and 2
-The QCA guidelines for the teaching of science
-Subject knowledge for teaching science, including the main aspects of life processes and living things, materials and their properties and physical processes
-Developing knowledge and understanding of approaches and strategies to promote the development of children’s science process skills
-SEND specific to science
-Theories of learning, teaching and assessment
-Nature and interpretation of assessment
-Assessment systems, instruments and techniques, including assessment for learning
-Public policy and SEND
-The Code of Practice for pupils with SEND
-Inclusive practice in mainstream schools
-Specialism Pathways
-Implications for curriculum development
-Exploration of underlying values, ideologies and issues related to learning and teaching within and across the relevant subjects
-Critical evaluation of research- based and policy-based literature relating to curriculum development
-Opportunity to utilise a chosen ‘specialised’ range of resources
-Develop inter-personal and presentation skills
-Effective application of cross curricular principles in a chosen area.
-School Experience
-The student teachers will spend a minimum of 24 weeks undertaking school-based training. Through school-based learning the course also focuses on a range of professional issues relevant to teaching in a primary school. For example, the legal responsibilities of teachers, personal tutoring, working with parents.

School experience includes visits to a link school, serial school experience and two blocks of full-time school experience. The schools where this takes place are all in partnership with Brunel University London which gives trainees many added benefits. There are two formal teaching placements.

At the beginning of the University-based part of the course, you are required to arrange two weeks of structured observation in a primary school. Successful candidates will receive detailed information regarding this during the summer term.

Disclosure and Barring Service (DBS) requirement

This course involves regular access to children and/or vulnerable adults. Where this is the case, students will be required to complete a Disclosure and Barring Service (DBS) application, previously known as a Criminal Records Bureau (CRB) check. The application will cost £51.86 (this amount may be subject to change) and the University will send further instructions as part of the admissions process. For further guidance please email .

Read more about the structure of postgraduate degrees at Brunel and what you will learn on the course. -
http://www.brunel.ac.uk/courses/pg/postgraduate-taught-course-information/taught-programme-structure
http://www.brunel.ac.uk/__data/assets/pdf_file/0018/423900/PGCert-Primary-Education-with-QTS.pdf

For more information on Special Features of the course and Teaching and Assesment, please visit this link http://www.brunel.ac.uk/courses/postgraduate/pgce-primary-education-with-qts

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COURSE DETAILS. There is a national shortage of mathematics teachers, but we are helping to produce teachers of excellence who can inspire young people in the classroom. Read more
COURSE DETAILS
There is a national shortage of mathematics teachers, but we are helping to produce teachers of excellence who can inspire young people in the classroom.

We believe mathematics is an exciting subject and the PGCE Secondary Education: Mathematics course at Birmingham City University enables graduates to develop the skills and knowledge necessary to teach successfully, as well as explore the knowledge, skills and understanding young people need as part of their mathematics education.

As well as taking advantage of the superb facilities at the faculty, trainees have access to the team of tutors, all of whom are outstanding teachers of mathematics.

KEY FACTS
This is a professional teacher training course that leads to Qualified Teacher Status and is available at both Level 6 (H) and Level 7 (M).

The National College for Teaching and Leadership bursaries are available for trainees on eligible postgraduate courses in England who are not employed as a teacher. Bursary amounts will vary depending on teaching subject and degree class.

We are justly proud of our very high educational standards and facilities, including specific mathematics teaching rooms with interactive whiteboards, which enable students to get a genuine feel for teaching in a school even before embarking on teaching practice.

In the latest Newly Qualified Teacher (NQT) Survey (2011-13 aggregated data) 95 per cent of Birmingham City University trained newly qualified secondary teachers rated the quality of their training good or very good.

All students are guaranteed outstanding support from both their tutors at the University - all of whom are exceptional classroom teachers themselves - and from the partnership secondary schools, of which there are more than two hundred across the Midlands.

Two thirds of the course takes place in school and we ensure that students are offered a number of placements in a wide range of educational establishments - at least two different schools, plus visits to other schools, includ­ing a primary school - so valuable experience is gained in a variety of settings.

ENTRY REQUIREMENTS
You must have a good degree (minimum 2:2) from a UK higher education institution or equivalent, at least 50 per cent of which is in mathematics or a mathematics-related subject area. You must have a GCSE grade C or above (or equivalent) in both English language and mathematics prior to application and if you are offered an interview you will take a written test to assess your standard of English.

For entry onto a teaching course from September 2014 you will also be required to pass the Skills Tests in Literacy and Numeracy. Please visit the Department for Education website for further information.

There is an expectation that you will have had some general experience of working with secondary age students in a school setting. In preparation for the selection interview you are required to engage in a teaching episode, observed by an experienced qualified teacher.

As part of the selection procedure, the interview panel will expect you to demonstrate your knowledge of mathematics and will assess personal qualities such as the potential to relate well to secondary age students, enthusiasm, sensitivity, communication skills and robustness and resilience for teaching.

Applicants must also meet The National College for Teaching and Leadership requirements for initial teacher training, which means being medically fit and completing successfully an enhanced disclosure via the Disclosure and Barring Service (DBS).

COURSE STRUCTURE
This course aims to produce highly skilled graduate teachers who have an in-depth knowledge and understanding of teaching and learning, which will enable them to demonstrate the highest levels of professional practice.

This is an intensive and demanding course, which offers superb preparation for anyone who is committed to educating young people.

Central to the curriculum is the study of education, pedagogy and professional practice from both generic and subject-specific perspectives, which is delivered using a combination of workshops, lectures, seminar groups and individual study.

To complement this there is a programme of mathematical subject knowledge and enhancement that supports the development of subject pedagogy. Specialist subject knowledge of mathematics is up-dated throughout the course to ensure trainee teachers are fully conversant with curriculum requirements.

ASSESSMENT
Modules are assessed through a range of directed tasks and targeted assignments. Trainee teachers are also required to complete a profile of evidence towards the achievement of the standards required by the National College for Teaching and Leadership for the award of Qualified Teacher Status (QTS). Evidence for the Professional Development Profile is verified by mentors.

FURTHER STUDY
Our MA Education and Masters in Teaching and Learning (MTL) programmes are designed to serve the continuing professional development (CPD) needs of teachers. Birmingham City University trained teachers with PGCE credits at level 7 benefit from advanced standing on these programmes.

EMPLOYABILITY
This is an “11-16” course with post-16 enhancement, offering graduates maximum flexibility when looking for a teaching post.
Employment prospects are excellent based on consistently high employability scores and demand for Birmingham City University trained mathematics teachers.

HOW DO I APPLY?
All applications for 2014 entry need to be made via the UCAS Teacher Training website. For more information on how to apply for a teacher training course please visit the UCAS how-it-all-works information page on their website. The UCAS Teacher Training helpline number is 0871 468 0 469.

Course code: G1X1

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The programme provides graduates with strong mathematical skills, the necessary computational techniques and finance background relevant to subsequent employment in a sector of finance such as investment banks, hedge funds, insurance companies and the finance departments of large corporations where mathematics plays a key role. Read more
The programme provides graduates with strong mathematical skills, the necessary computational techniques and finance background relevant to subsequent employment in a sector of finance such as investment banks, hedge funds, insurance companies and the finance departments of large corporations where mathematics plays a key role.

The depth of the mathematics taught should enable graduates to pursue research careers in stochastic analysis, financial mathematics or other relevant areas.

The period October to June is devoted to lectures, tutorials and practical sessions comprising the core and optional modules. This is followed by a period of about 14 weeks devoted to an individual project.

Core study areas include measure theory and martingales, stochastic models in finance, stochastic calculus and theory of stochastic pricing and a research project.

Optional study areas include programming and numerical methods, regular and chaotic dynamics, financial economics, functional analysis, elements of PDEs, static and dynamic optimisation, asset management and derivatives, and corporate finance

See the website http://www.lboro.ac.uk/study/postgraduate/programmes/departments/mathematics/mathematical-finance/

Programme modules

Semester 1:
Compulsory Modules
- Introduction to Measure Theory and Martingales
- Stochastic Models in Finance

Optional Modules (choose two)
- Programming and Numerical Methods
- Regular and Chaotic Dynamics
- Financial Economics

Semester 2:
Compulsory Modules
- Stochastic Calculus and Theory of Stochastic Pricing
- Research Project

Optional Modules (choose three)
- Functional Analysis
- Elements of PDEs
- Static and Dynamic Optimisation
- Either Asset Management and Derivatives or Corporate Finance

Assessment

A combination of written examinations, reports, individual and group projects, and verbal presentations.

Careers and further study

This programme may lead to a wide range of employment within industry, the financial sectors, and research establishments. It may also provide an ideal background for postgraduate research in Stochastic Analysis, Probability Theory, Mathematical Finance and other relevant areas.

Scholarships and sponsorships

A number of part-fee studentships may be available to appropriately qualified international students.

Why choose mathematics at Loughborough?

Mathematics at Loughborough has a long history of innovation in teaching, and we have a firm research base with strengths in both pure and applied mathematics as well as mathematics education.

The Department comprises more than 34 academic staff, whose work is complemented and underpinned by senior visiting academics, research associates and a large support team.

The programmes on offer reflect our acknowledged strengths in pure and applied research in mathematics, and in some cases represent established collaborative training ventures with industrial partners.

- Mathematics Education Centre (MEC)
The Mathematics Education Centre (MEC) at Loughborough University is an internationally renowned centre of research, teaching, learning and support. It is a key player in many high-profile national initiatives.
With a growing number of academic staff and research students, the MEC provides a vibrant, supportive community with a wealth of experience upon which to draw.
We encourage inquiries from students who are interested in engaging in research into aspects of learning and teaching mathematics at Masters, PhD and Post Doc levels. Career prospects With 100% of our graduates in employment and/or further study six months after graduating, career prospects are excellent. Graduates go on to work with companies such as BAE Systems, Citigroup, Experian, GE Aviation, Mercedes Benz, Nuclear Labs USA and PwC.

- Career prospects
With 100% of our graduates in employment and/or further study six months after graduating, career prospects are excellent. Graduates
go on to work with companies such as BAE Systems, Citigroup, Experian, GE Aviation, Mercedes Benz, Nuclear Labs USA and PwC.

Find out how to apply here http://www.lboro.ac.uk/study/postgraduate/programmes/departments/mathematics/mathematical-finance/

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