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Visit our website for more information on fees, scholarships, postgraduate loans and other funding options to study Mathematics at Swansea University - 'Welsh University of the Year 2017' (Times and Sunday Times Good University Guide 2017). Read more

Visit our website for more information on fees, scholarships, postgraduate loans and other funding options to study Mathematics at Swansea University - 'Welsh University of the Year 2017' (Times and Sunday Times Good University Guide 2017).

The MSc Mathematics course has been designed for students who wish to build on their BSc, extending their range of mathematics expertise across a broader spread of topics, and demonstrating their literature research skills through an extended dissertation.

Such a qualification will mark graduates out as having a broader and deeper understanding of mathematics, and the skills required to pursue a significant project with a high level of independence, presenting their results in a written report. This will give MSc Mathematics graduates an edge in the ever more competitive jobs market.

On the Mathematics course you will study different elements of mathematics in a broad sense - including mathematical elements of computing if desired - in addition to developing your research, project management, and written communication skills through a project you will undertake. As a student of MSc in Mathematics, you will be fully supported to ensure that your project further develops an excellent foundation for your future career plans.

Modules

Modules on the MSc Mathematics include:

• Algebraic coding theory

• Biomathematics

• Black-Scholes theory

• Data science

• Differential geometry

• Fourier analysis

• Ito calculus

• Lie theory

• Numerical analysis

• Partial differential equations

• Stochastic processes

• Statistical mechanics

• Topology

Please visit our website for a full description of modules for the MSc Mathematics.

On top of the Mathematics modules you study, you will also complete a dissertation as part of your studies.

Facilities

The Aubrey Truman Reading Room, located in the centre of the Department of Mathematics, houses the departmental library and computers for student use. It is a popular venue for students to work independently on the regular example sheets set by their lecturers, and to discuss Mathematics together.

Our main university library, Information Services and Systems (ISS), contains a notably extensive collection of Mathematics books.

Mathematics students will benefit from the £31m Computational Foundry for computer and mathematical sciences which will provide the most up-to-date and high quality teaching facilities featuring world-leading experimental set-ups, devices and prototypes to accelerate innovation and ensure students will be ready for exciting and successful careers. (From September 2018)

Careers

The ability to think rationally and to process data clearly and accurately are highly valued by employers. Mathematics graduates earn on average 50% more than most other graduates. The most popular areas are the actuarial profession, the financial sector, IT, computer programming and systems administration, and opportunities within business and industry where employers need mathematicians for research and development, statistically analysis, marketing and sales.

Some of our Mathematics students have been employed by AXA, BA, Deutsche Bank, Shell Research, Health Authorities and Local Government. Teaching is another area where Mathematics graduates will find plenty of career opportunities.

Research

The results of the Research Excellence Framework (REF) 2014 show that our research environment (how the Department supports research staff and students) and the impact of our research (its value to society) were both judged to be 100% world leading or internationally excellent.

All academic staff in Mathematics are active researchers and the department has a thriving research culture.

http://www.swansea.ac.uk/postgraduate/taught/science/mscmathematics/

Student Profile

"Further to my studies at Swansea University as a Master of Science graduate in Financial Mathematics, I am currently working at Deutsche Bank in London as part of the Structured Financial Services team providing client services for corporate lending and debt portfolios. The complex nature of the Mathematics course has helped me become a logical decision maker and a highly skilled problem solver. These transferable skills are very useful in the world of Finance since the role is highly challenging working towards deadlines and structured transaction targets. My studies at Swansea University have also enriched me with leadership, motivational skills and have enhanced my communication skills. I work in a close team of 10 people within a large department which encourages a culture that strives towards learning and effective teamwork. I thoroughly enjoyed my time at Swansea University and cherish the many fond memories. I am so pleased to be expanding my horizon within a major financial centre."

Rhian Ivey, BSc Mathematics, MSc Mathematics and Computing for Finance



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Studying Mathematics at postgraduate level gives you a chance to begin your own research, develop your own creativity and be part of a long tradition of people investigating analytic, geometric and algebraic ideas. Read more
Studying Mathematics at postgraduate level gives you a chance to begin your own research, develop your own creativity and be part of a long tradition of people investigating analytic, geometric and algebraic ideas.

If your mathematical background is insufficient for direct entry to the MSc in Mathematics and its Applications, you may apply for this course. The first year of this Master's programme gives you a strong background in mathematics, equivalent to the Graduate Diploma in Mathematics, with second year studies following the MSc in Mathematics and its Applications.

Visit the website https://www.kent.ac.uk/courses/postgraduate/148/international-masters-in-mathematics-and-its-applications

About the School of Mathematics, Statistics and Actuarial Science (SMSAS)

The School has a strong reputation for world-class research and a well-established system of support and training, with a high level of contact between staff and research students. Postgraduate students develop analytical, communication and research skills. Developing computational skills and applying them to mathematical problems forms a significant part of the postgraduate training in the School.

The Mathematics Group at Kent ranked highly in the most recent Research Assessment Exercise. With 100% of the Applied Mathematics Group submitted, all research outputs were judged to be of international quality and 12.5% was rated 4*. For the Pure Mathematics Group, a large proportion of the outputs demonstrated international excellence.

The Mathematics Group also has an excellent track record of winning research grants from the Engineering and Physical Sciences Research Council (EPSRC), the Royal Society, the EU, the London Mathematical Society and the Leverhulme Trust.

Course structure

At least one modern application of mathematics is studied in-depth by each student. Mathematical computing and open-ended project work forms an integral part of the learning experience. You strengthen your grounding in the subject and gain a sound grasp of the wider relevance and application of mathematics.

There are opportunities for outreach and engagement with the public on mathematics.

Modules

The following modules are indicative of those offered on this programme. This list is based on the current curriculum and may change year to year in response to new curriculum developments and innovation. Most programmes will require you to study a combination of compulsory and optional modules. You may also have the option to take modules from other programmes so that you may customise your programme and explore other subject areas that interest you.

MA552 - Analysis (15 credits)
MA553 - Linear Algebra (15 credits)
MA588 - Mathematical Techniques and Differential Equations (15 credits)
MA591 - Nonlinear Systems and Mathematical Biology (15 credits)
MA593 - Topics in Modern Applied Mathematics (30 credits)
MA549 - Discrete Mathematics (15 credits)
MA572 - Complex Analysis (15 credits)
MA563 - Calculus of Variations (15 credits)
MA587 - Numerical Solution of Differential Equations (15 credits)
MA577 - Elements of Abstract Analysis (15 credits)
MA576 - Groups and Representations (15 credits)
MA574 - Polynomials in Several Variables (15 credits)
MA961 - Mathematical Inquiry and Communication (30 credits)
MA962 - Geometric Integration (15 credits)
MA964 - Applied Algebraic Topology (15 credits)
MA965 - Symmetries, Groups and Invariants (15 credits)
MA968 - Mathematics and Music (15 credits)
MA969 - Applied Differential Geometry (15 credits)
MA970 - Nonlinear Analysis and Optimisation (15 credits)
MA971 - Introduction to Functional Analysis (15 credits)
MA972 - Algebraic Curves in Nature (15 credits)
MA973 - Basic Differential Algebra (15 credits)
CB600 - Games and Networks (15 credits)
MA562 - Nonlinear Waves and Solitons (15 credits)
MA960 - Dissertation (60 credits)

Assessment

Closed book examinations, take-home problem assignments and computer lab assignments (depending on the module).

Programme aims

This programme aims to:

- provide a Master’s level mathematical education of excellent quality, informed by research and scholarship

- provide an opportunity to enhance your mathematical creativity, problem-solving skills and advanced computational skills

- provide an opportunity for you to enhance your oral communication, project design and basic research skills

- provide an opportunity for you to experience and engage with a creative, research-active professional mathematical environment

- produce graduates of value to the region and nation by offering you opportunities to learn about mathematics in the context of its application.

Study support

Postgraduate resources
The University’s Templeman Library houses a comprehensive collection of books and research periodicals. Online access to a wide variety of journals is available through services such as ScienceDirect and SpringerLink. The School has licences for major numerical and computer algebra software packages. Postgraduates are provided with computers in shared offices in the School. The School has two dedicated terminal rooms for taught postgraduate students to use for lectures and self-study.

Support
The School has a well-established system of support and training, with a high level of contact between staff and research students. There are two weekly seminar series: The Mathematics Colloquium at Kent attracts international speakers discussing recent advances in their subject; the Friday seminar series features in-house speakers and visitors talking about their latest work. These are supplemented by weekly discussion groups. The School is a member of the EPSRC-funded London Taught Course Centre for PhD students in the mathematical sciences, and students can participate in the courses and workshops offered by the Centre. The School offers conference grants to enable research students to present their work at national and international conferences.

Dynamic publishing culture
Staff publish regularly and widely in journals, conference proceedings and books. Among others, they have recently contributed to: Advances in Mathematics; Algebra and Representation Theory; Journal of Physics A; Journal of Symbolic Computations; Journal of Topology and Analysis. Details of recently published books can be found within the staff research interests section.

Global Skills Award
All students registered for a taught Master's programme are eligible to apply for a place on our Global Skills Award Programme (http://www.kent.ac.uk/graduateschool/skills/programmes/gsa.html). The programme is designed to broaden your understanding of global issues and current affairs as well as to develop personal skills which will enhance your employability.

Careers

A postgraduate degree in Mathematics is a flexible and valuable qualification that gives you a competitive advantage in a wide range of mathematically oriented careers. Our programmes enable you to develop the skills and capabilities that employers are looking for including problem-solving, independent thought, report-writing, project management, leadership skills, teamworking and good communication.

Many of our graduates have gone on to work in international organisations, the financial sector, and business. Others have found postgraduate research places at Kent and other universities.

Find out how to apply here - https://www.kent.ac.uk/courses/postgraduate/apply/

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Well-qualified mathematics teachers are in high demand in London, the UK and across the world. The Mathematics PGCE programme at the IOE is rigorously informed by research, including developments internationally. Read more
Well-qualified mathematics teachers are in high demand in London, the UK and across the world. The Mathematics PGCE programme at the IOE is rigorously informed by research, including developments internationally. Students learn how to make mathematics meaningful, interesting and fun and how to analyse their own and their pupils’ development.

Degree information

The Mathematics PGCE provides an understanding of the nature of mathematics and why it is taught in schools, how pupils learn to think and reason mathematically and how to teach mathematics in such a way that learners enjoy it and choose to study it. Students will learn how to implement research and evidence informed teaching and how to conduct small scale research of your own. The programme comprises established knowledge in mathematics education, as well as the mose up-to-date, developing ideas.

Students undertake two level 7 (Master’s-level) modules of 30 credits each, totaling 60 credits. These can be carried forward onto full Master’s programmes at the IOE.

The Secondary PGCE consists of three core modules: two Master’s-level (level 7) modules, which are assessed through written assignments, and the Professional Practice module, which is assessed by the observation of practical teaching in placement schools.

Completion of the Professional Practice module and the two level 7 (Master’s level) modules (60 credits) will result in the award of a Postgraduate Certificate of Education (PGCE). Completion of the Professional Practice module and one or two level 6 (undergraduate/Bachelor’s level) modules, will lead to the Professional Graduate Certificate of Education (PgCE). There are no optional modules for this programme.

Core modules
-Mathematics, Curriculum and Pedagogy (30 Master's-level credits)
-Mathematics Curriculum in a Wider Context (30 Master's-level credits)
-Professional Practice

Placement
Student Teachers undertake at least two placements (totaling 120 days) at a school or college, during which time their teaching practice is supported by a school subject tutor and mentor. The Professional Practice module is assessed through these placements, associated tasks and a portfolio. We are fortunate to have a good choice of schools with whom we work, with many outstanding mentors and strong mathematics departments.

Teaching and learning
The Mathematics PGCE is delivered via keynote lectures, subject lectures, seminars, workshops, tutorials and directed study days at the IOE, as well as time spent in placement schools or colleges. Assessment is by the observation of practical teaching, assignments and a portfolio (which links with continuing professional development in the induction year).

Careers

Graduates of this programme are currently working across a broad range of areas. Some are working as advisers and consultants in continuing professional development, while others have jobs as mathematics teachers, heads of department and school leaders. Graduates in this area can also be found working as lecturers and researchers in mathematics education.

Top career destinations for this degree:
-Mathematics Teacher, Unspecified Grammar School
-Mathematics Teacher, Unspecified Girls' School
-Mathematics Teacher, Unspecified Secondary School
-Mathematics Teacher, Unspecified Sixth Form College
-Mathematics Teacher, Unspecified Community College

Employability
A PGCE from the IOE carries considerable currency in schools which, alongside the quality of training you receive, puts you in a strong position in the employment market. Last year, all those students who sought employment in a school were successful. We expect 100% success rate in gaining a post in a school by the end of the year.

Why study this degree at UCL?

In partnership with London schools, we support all routes into mathematics teaching, allowing students to benefit from a team of tutors with a wide range of expertise. Students will also be able to develop strong peer networks to share ideas, resources and advice.

Tutors are skilled classroom practitioners with extensive experience of teaching and leadership in secondary schools, and are all active researchers working with schools and government on policy development in the UK and overseas.

Our joint conference in June brings together nearly 200 Mathematics PGCE students from across all routes to work together with tutors and visiting experts to wrestle with policy issues in mathematics education.

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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 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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As the technical sophistication of most professions increases, there is growing need for individuals capable of “speaking the language” of mathematics. Read more
As the technical sophistication of most professions increases, there is growing need for individuals capable of “speaking the language” of mathematics. Mathematicians increasingly are sought to probe and expand mathematical theory, as engineering and empirical science delve deeper into nature. Individuals also are needed to teach the math skills that have expanded into virtually every field. MTSU’s Master of Science in Mathematics gets students involved in both the understanding and creation of advanced mathematics through quality instruction, opportunities for research, and close faculty-student interaction. A General Mathematics concentration is aimed at students desiring a broad background in mathematics. The Industrial Mathematics concentration is designed for students interested in positions in industry or further graduate work in applied mathematics. A Research Preparation concentration, which requires a thesis, is intended for students wishing to pursue the Ph.D. in Mathematics.

Students may choose from three concentrations for the Master of Science (M.S.) in Mathematics: General Mathematics, Industrial Mathematics, or Research Preparat

Career

A majority of M.S. in Mathematics graduates go on to pursue their doctoral degrees at a number of universities. Several students have also entered Ph.D. programs at MTSU in either the Computational Sciences or the Mathematics and Science Education Ph.D. programs.

General Mathematics concentration students usually work in fields which require the specialized thinking skills that mathematicians develop but which do not necessarily require a highly specialized mathematics background.

Research Preparation curriculum gives students a strong background in what is called pure mathematics for a career in academics and mathematical research.

Industrial Mathematics students focus on applied mathematics to work in fields which make heavy use of mathematical modeling. Mathematicians work with programmers to develop highly specialized software tools for engineering and medical applications. Mathematicians help develop or enhance sophisticated models for understanding weather, chemical, biological, or economic processes; and mathematicians create entirely new mathematical tools to probe frontiers in physics, structural design, and other pursuits.

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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 University of Northampton is passionate about transforming children’s lives and inspiring change. Our Postgraduate Certificate in Primary Mathematics Specialist programme has the ambitious target of ensuring that every school in our region has access to a teacher trained at Masters level. Read more
The University of Northampton is passionate about transforming children’s lives and inspiring change. Our Postgraduate Certificate in Primary Mathematics Specialist programme has the ambitious target of ensuring that every school in our region has access to a teacher trained at Masters level.

The programme is a two-year Masters level course through which participating teachers extend their knowledge, skills and understanding of mathematics and related pedagogy, and develop the skills to support other colleagues in mathematics. The University of Northampton has been successfully leading the programme across a wide range of local authorities since 2009, with over 640 successful graduates.

This course is for serving teachers and aims to transform teaching and learning in mathematics. Each teacher develops their own subject and pedagogical knowledge. No pre-existing specialist knowledge of mathematics is assumed, so this course is suitable for all teachers of primary mathematics. Within this course there is a strong focus on promoting reasoning and problem solving in primary mathematics. This course will provide teachers with the professional recognition of specialist teacher of mathematics and enhance confidence in teaching and leading the subject. Teachers currently on the programme have found it rewarding and stimulating.

Course content

The course provides Masters level professional development for teachers in the curriculum area of mathematics. The content is focused on developing connectionist pedagogical approaches to teaching and learning in primary mathematics. This programme is especially relevant since it focuses on developing aspects such as fluency, reasoning and mastery that reflects current government agendas. The aims of the course provide opportunities for the teachers to:
-Broaden and deepen mathematics subject and pedagogical knowledge through critically analysing the connections and structures within mathematics.
-Deepen understanding of how pupils develop understanding of mathematics through analysing mathematical thinking and reasoning with a range of pedagogical approaches.
-Critically analyse and evaluate their own and their pupils’ learning of mathematical thinking and reasoning.
-Develop professional collaborative and leadership skills using a peer coaching approach to improve teaching and learning of mathematics in their school.
-Further develop leadership skills by undertaking a whole-schoold evelopment project to improve a particular aspect of mathematics teaching and learning within their own school.

Course modules (16/17)

-Subject and Pedagogical Knowledge in the Teaching of algebra and geometry
-Subject and Pedagogical Knowledge in the Teaching of number, calculation, measures and data handling

Methods of Learning

The course covers several methods of study which include:
-Face-to-face university-led tutition delivered through two residential weekend events. (These are included in the tuition fees for the accomodation and meals) Regular local network meetings each year.
-Autonomous learning is an important aspect of masters level study. This is achieved through work at the University and at school including: directed mathematical tasks pedagogical research.
-Engagement with online materials such as library resources.
-Engagement with online discussions and face to face discussions.
-Analytical and critical approaches to relating theory to practice with particular reference to work in school.

Schedule

-Teaching activities, workshops and seminars, online tutorial and support: 30 study hours
-Directed tasks and network sessions: 50 study hours
-Directed reading: 50 study hours
-Self-directed study: 70 study hours
-Assessment activity: 100 study hours

The teaching activities and workshops are achieved mainly through two weekend residential events each year (making four weekends altogether). For 2016-17 the first two residential weekends are on 5th/6th November 2016 and 4th/5th March 2017.

Assessments

The first year of the programme has two assignments. The first is a reflective discussion of your own mathematical learning with an activity, which you then relate to children’s learning for the same activity. The second assignment is a small project to coach or mentor a colleague within school. For this assignment you will reflect on the impact on teaching and learning for the colleague but also on your own development as a leader of mathematics in school.

The second year has one assignment. This is a small-scale research project that develops an aspect of mathematics across your school. You will use and reflect upon approaches to teaching and learning from the course to improve an aspect of mathematics in your own school. You will also present your whole-school project with a small presentation at the final network meeting. For all of the assignments you will receive personal tutorials and feedback on draft assignments.

Facilities and Special Features

The key feature of this course, and the main reason for its success, is that this programme provides a direct impact upon teaching and learning across the whole school. While this is continuing professional development for one teacher, there is a process of enabling the teacher to lead change in mathematics teaching across the whole school.

Careers

This programme allows teachers to gain a Post Graduate Certificate in mathematics specialist teaching. It has enabled teachers to gain recognition as excellent teachers and leaders of primary mathematics teaching and learning. Some teachers have progressed and gained employment specifically as leaders of mathematics in schools. Others have set up their own companies producing teaching and learning resources based on the principles of the programme. Some teachers have also gained further modules towards a full masters degree. This year some of the first graduates of this programme will be receiving their Masters Degree in Mathematics Education.

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The PGCE programme has been designed to train teachers to practice as a subject specialist teacher for the secondary age range (11-16). Read more
The PGCE programme has been designed to train teachers to practice as a subject specialist teacher for the secondary age range (11-16). Trainees are assessed against the standards for Qualified Teacher Status (QTS) across the age range. Trainees will also often gain experience of the 16-18 age range, although they will not be formally assessed in this phase.

If you have an infectious enthusiasm for mathematics and enjoy working with young people then we are looking for people just like you! The ability to interpret numbers, calculate, handle statistical information and problem solve are essential skills in everyday adult life - you could help young people acquire these skills. We need mathematics teachers who can motivate, inspire, challenge and communicate their passion for mathematics. The PGCE Secondary Mathematics course at UWE will support you in becoming a confident, competent, reflective mathematics teacher.

Course detail

The course is active and practical allowing trainees to develop professional competence through work undertaken in schools and in the University. Trainees work with young people, develop their expertise in their specialist subject area, share and discuss educational issues and study relevant educational research. The course is just the beginning of what we hope will be a process of continual professional development throughout a challenging and rewarding career.

Structure

The course is part of the Department of Education's programme for Initial Teacher Training. Units studied are:

• Enabling Learning
• Meeting Curriculum Challenges
• Becoming a Teacher

These units are studied in both the school and the University-based parts of the course, the work on each site being complementary.

During the 36 week course you will address the various aspects of learning and teaching mathematics - how you learn and, through reflection, how young people might learn, as well as factors which may inhibit their learning. Sessions will involve you in workshops, discussion and informal lectures.

Work in schools is an integral part of the course. You will gain teaching experience in two schools where you will have opportunities to try out your ideas and further your learning skills and experience of mathematics teaching. You will work alongside teachers and student colleagues with small groups and individuals as well as engaging in whole class teaching. In each school there is a mathematics subject mentor who has primary responsibility for your day-to-day work and study. Your subject mentor will support you in your learning to teach, assess and manage classes in mathematics.

Course aims

Throughout the course you will:

• engage in interesting and challenging mathematical starting points, reflecting on your own work and the nature of mathematical activity
• consider how learning environments appropriate to learners of all abilities can be created
• focus on specific issues related to the mathematics classroom, for example, the National Curriculum, numeracy, ICT and mathematics, special educational needs, differentiation and progression, the cross-cultural nature of mathematics, pupil assessment, language, and the teaching of mathematics at post-16 level
• explore strategies for the effective management of learners and resources, including ICT, in the classroom situation
• consider different teaching and learning styles, for example whole-class interactive teaching, problem solving, practical and investigative activity
• use your ability and initiative to create starting points which enable traditional areas of mathematics to be explored in interesting ways
• critically evaluate existing resources for mathematics, including computer software
• work at enhancing your own knowledge and understanding in mathematics and ICT with respect to the National Curriculum, National Strategy, and the 14-19 curriculum, including AS/A2 level

Format

We recognise that embarking on a new course of study can sometimes be quite a challenging undertaking. Students have three main sources of support and information from the University during the course: firstly there is the Group Tutor in their subject area, secondly each student is allocated a Personal Tutor and thirdly any student can get support on a range of issues from the Department Student Adviser.

Assessment

In order to pass the course, trainees are required to pass each unit. They are assessed on a number of written assignments and also on classroom practice against the standards specified by the Secretary of State for the award of QTS.

Placements

You will spend 24 weeks on placement: a total of eight weeks in one placement during the autumn term and 16 weeks in a second placement during the spring and summer.

As well as teaching, the programme includes contact time with a Senior Professional Tutor and a Subject Mentor, directed study time and personal study time.

There is an opportunity to spend time in a primary school and some students may also visit other institutions, such as special schools or colleges of further education.

Careers / Further study

The Postgraduate Certificate in Education (PGCE) programmes now include 40 credits of assessment at Master's Level (Level M). For candidates who opt not to attempt the requisite credit at Level M, a Professional Graduate Certificate in Education will be available as an alternative award.

How to apply

Information on applications can be found at the following link: http://www1.uwe.ac.uk/study/applyingtouwebristol/postgraduateapplications.aspx

Funding

- New Postgraduate Master's loans for 2016/17 academic year –

The government are introducing a master’s loan scheme, whereby master’s students under 60 can access a loan of up to £10,000 as a contribution towards the cost of their study. This is part of the government’s long-term commitment to enhance support for postgraduate study.

Scholarships and other sources of funding are also available.

More information can be found here: http://www1.uwe.ac.uk/students/feesandfunding/fundingandscholarships/postgraduatefunding.aspx

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This programme is designed for graduates in mathematics, engineering, or science with excellent numeracy skills, wishing to pursue careers in the application of mathematics, in traditional areas such as engineering and science and in service areas such as finance and banking, where knowledge of modern applications of mathematics would be advantageous. Read more
This programme is designed for graduates in mathematics, engineering, or science with excellent numeracy skills, wishing to pursue careers in the application of mathematics, in traditional areas such as engineering and science and in service areas such as finance and banking, where knowledge of modern applications of mathematics would be advantageous. The core philosophy of the programme is to equip students both with mathematics and its applications and with high-level scientific software and associated numerical skills. The Greenwich campus, near the financial district of Canary Wharf, enables the department to build ties with many modern engineering and applied mathematics practitioners enabling our students to become part of a wider group. The Leslie Comrie seminar series, inviting both academics and industrialists, allows you to interact with our external links creating an advantageous learning experience. We provide you the grounds for building a high profile of understanding of current research practices in the industry. Our classes contain interactive applications that enhance the learning experience by innovative teaching practices. Utilising research expertise within the department you will graduate with a strong understanding of numerical methods. You will also develop an understanding for further applicability in various fields of applied mathematics and engineering.

This programme is suitable both for fresh graduates and also for experienced professional practitioners who wish to further their skills. The programme core modules cover modern mathematical skills together with applications across different industries, and there are optional professional modules directly related to research expertise within the Faculty. This ensures that students have an advanced understanding of both theory and practice in their selected specialist areas. Students will gain knowledge of mathematical skills and applications, computational skills, and relevant professional experience, related to traditional engineering and science modelling, modern enterprise applications, finance, and service industries. They will gain an understanding of emerging applications. There will be hands-on training in various development tools and in the use of computational software related to their professional direction. Assessment takes the form of 100% coursework, based on applications of current market practices. A supervised thesis project takes place at the end of the last teaching term during the summer months. Projects are allocated in March and students are invited to undertake a project that provides genuine insight in an area of the research interests within the department. The programme is also available on a part-time basis.

Visit the website http://www2.gre.ac.uk/study/courses/pg/maths/appmaths

Mathematics

Postgraduate mathematics students benefit from award-winning teaching and great facilities. Our programmes are informed by world-renowned research and our links with industry ensure our students develop the academic and practical skills that will enhance their career prospects.

What you'll study

Full time
- Year 1:
Option Set 1

Students are required to study the following compulsory courses.

English Language Support Course (for Postgraduate Students in the School of Computing and Mathematical Sciences)
Masters Project (Maths) (60 credits)
Computational Methods (15 credits)
Mathematical Approaches to Risk Management (15 credits)
Mathematics and its Applications (30 credits)

Students are required to choose 60 credits from this list of options.

Scientific Software Design and Development (15 credits)
Inverse Problems (15 credits)
Mathematics of Complex Systems (15 credits)
Reliability and Optimisation (15 credits)

Option Set 2
Students are required to study the following compulsory courses.

English Language Support Course (for Postgraduate Students in the School of Computing and Mathematical Sciences)
Masters Project (Maths) (60 credits)
Computational Methods (15 credits)
Mathematical Approaches to Risk Management (15 credits)
Mathematics and its Applications (30 credits)

Students are also required to choose 60 credits from this list of options.

Principles and Practice of Evacuation Modelling (30 credits)
Principles and Practice of Fire Modelling (30 credits)

Option Set 3

Students are required to study the following compulsory courses.

English Language Support Course (for Postgraduate Students in the School of Computing and Mathematical Sciences)
Masters Project (Maths) (60 credits)
Computational Methods (15 credits)
Mathematical Approaches to Risk Management (15 credits)
Mathematics and its Applications (30 credits)

Students are also required to choose 45 credits from this list of options.

Scientific Software Design and Development (15 credits)
Inverse Problems (15 credits)
Mathematics of Complex Systems (15 credits)
Reliability and Optimisation (15 credits)

Students are also required to choose 15 credits from this list of options.

Enterprise Software Engineering Development (15 credits)
Software Tools and Techniques (15 credits)
Actuarial Mathematics and Risk Modelling (15 credits)
Financial Time Series (15 credits)
Advanced Finite Difference Methods for Derivatives Pricing (15 credits)

Part time
- Year 1:
Students are required to study the following compulsory courses.

Inverse Problems (15 credits)
Mathematics and its Applications (30 credits)
Reliability and Optimisation (15 credits)

- Year 2:
Students are required to study the following compulsory courses.

Scientific Software Design and Development (15 credits)
Masters Project (Maths) (60 credits)
Computational Methods (15 credits)
Mathematics of Complex Systems (15 credits)

Students are required to choose 15 credits from this list of options.

Advanced Finite Difference Methods for Derivatives Pricing (15 credits)
Mathematical Approaches to Risk Management (15 credits)

Fees and finance

Your time at university should be enjoyable and rewarding, and it is important that it is not spoilt by unnecessary financial worries. We recommend that you spend time planning your finances, both before coming to university and while you are here. We can offer advice on living costs and budgeting, as well as on awards, allowances and loans.

Find out more about our fees and the support available to you at our:
- Postgraduate finance pages (http://www.gre.ac.uk/finance/pg)
- International students' finance pages (http://www.gre.ac.uk/finance/international)

Assessment

100% coursework: a supervised thesis project (during the summer months).

Career options

Our graduates are equipped with the tools to involve in many engineering applications and computational engineering sectors such as reliability engineering, risk management, complex engineering systems, fire safety and finance. Our expert seminar series gives you the opportunity to interact with leading figures from industry and academia and undertake projects of current industry practice. A postgraduate qualification is a major achievement and a milestone in your specialised career path leading to a professional career. The Department also offers a PhD programme which trains highly skilled candidates towards research careers in academia and industry. Our current collaborations for our PhD candidates lie with the STRIKE project for mathematical and computational applications.

Find out how to apply here - http://www2.gre.ac.uk/study/apply

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School Direct (Tuition Fee) is a route into teaching at both primary and secondary levels. Trainees join other student teachers on the established Mathematics PGCE programme at the UCL Institute of Education (IOE), whilst undertaking their teaching experience at their host school or alliance. Read more
School Direct (Tuition Fee) is a route into teaching at both primary and secondary levels. Trainees join other student teachers on the established Mathematics PGCE programme at the UCL Institute of Education (IOE), whilst undertaking their teaching experience at their host school or alliance.

Degree information

The Mathematics PGCE provides an understanding of the nature of mathematics and why it is taught in schools, how pupils learn to think and reason mathematically and how to teach mathematics in such a way that learners enjoy it and choose to study it. Students will learn how to implement research and evidence informed teaching and how to conduct small scale research of your own. Students will also be informed about established knowledge in mathematics education as well as up to date with the latest developing ideas.

Students undertake two Master’s-level (level 7) modules of 30 credits each, totaling 60 credits. These can be carried forward onto full Master’s programmes at the IOE.

The Secondary PGCE consists of three core modules: two Master’s-level modules, which are assessed through written assignments, and the Professional Practice module, which is assessed by the observation of practical teaching in placement schools.

Completion of the Professional Practice module and the two level 7 (Master’s level) modules (60 credits) will result in the award of a Postgraduate Certificate of Education (PGCE). Completion of the Professional Practice module and one or two level 6 (undergraduate/Bachelor’s level) modules, will lead to the Professional Graduate Certificate of Education (PgCE). There are no optional modules for this programme.

Core modules
-Mathematics, Curriculum and Pedagogy (30 Master's-level credits)
-Mathematics Curriculum in a Wider Context (30 Master's-level credits)
-Professional Practice

Placement
Student Teachers undertake at least two placements (totaling 120 days) at a school or college, during which time their teaching practice is supported by a school subject tutor and mentor. The Professional Practice module is assessed through these placements, associated tasks and a portfolio. We are fortunate to have a good choice of schools with whom we work, with many outstanding mentors and strong mathematics departments.

Teaching and learning
The Mathematics PGCE is delivered via keynote lectures, subject lectures, seminars, workshops, tutorials and directed study days at the IOE, as well as time spent in placement schools or colleges. Assessment is by the observation of practical teaching, assignments and a portfolio (which links with continuing professional development in the induction year).

Careers

Graduates of this programme are currently working across a broad range of areas. Some are working as advisers and consultants in continuing professional development, while others have jobs as mathematics teachers, heads of department and school leaders. Graduates in this area can also be found working as lecturers and researchers in mathematics education.

Employability
A PGCE from the IOE carries considerable currency in schools, which alongside the quality of training you receive, puts you in a strong position in the employment market. Last year, all those students who sought employment in a school were successful. We expect 100% success rate in gaining a post in a school by the end of the year.

Why study this degree at UCL?

Well-qualified mathematics teachers are in high demand in London, the UK and across the world. The Maths PGCE programme at the IOE is rigorously informed by research, including developments internationally. Students learn how to make mathematics meaningful, interesting and fun and how to analyse their own and their pupils’ development.

In partnership with London schools, we support all routes into mathematics teaching, allowing students to benefit from a team of tutors with a wide range of expertise. Students will also be able to develop strong peer networks to share ideas, resources and advice.

Tutors are skilled classroom practitioners with extensive experience of teaching and leadership in secondary schools, and are all active researchers working with schools and government on policy development in the UK and overseas.

Our joint conference in June brings together nearly 200 Mathematics PGCE students from across all routes to work together with tutors and visiting experts to wrestle with policy issues in mathematics education.

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The Masters in Mathematics/Applied Mathematics offers courses, taught by experts, across a wide range. Mathematics is highly developed yet continually growing, providing new insights and applications. Read more
The Masters in Mathematics/Applied Mathematics offers courses, taught by experts, across a wide range. Mathematics is highly developed yet continually growing, providing new insights and applications. It is the medium for expressing knowledge about many physical phenomena and is concerned with patterns, systems, and structures unrestricted by any specific application, but also allows for applications across many disciplines.

Why this programme

◾Mathematics at the University of Glasgow is ranked 3rd in Scotland (Complete University Guide 2017).
◾The School has a strong international reputation in pure and applied mathematics research and our PGT programmes in Mathematics offer a large range of courses ranging from pure algebra and analysis to courses on mathematical biology and fluids.
◾You will be taught by experts across a wide range of pure and applied mathematics and you will develop a mature understanding of fundamental theories and analytical skills applicable to many situations.
◾You will participate in an extensive and varied seminar programme, are taught by internationally renowned lecturers and experience a wide variety of projects.
◾Our students graduate with a varied skill set, including core professional skills, and a portfolio of substantive applied and practical work.

Programme structure

Modes of delivery of the Masters in Mathematics/Applied Mathematics include lectures, laboratory classes, seminars and tutorials and allow students the opportunity to take part in project work.

If you are studying for the MSc you will take a total of 120 credits from a mixture of Level-4 Honours courses, Level-M courses and courses delivered by the Scottish Mathematical Sciences Training Centre (SMSTC).

You will take courses worth a minimum of 90 credits from Level-M courses and those delivered by the SMSTC. The remaining 30 credits may be chosen from final-year Level-H courses. The Level-M courses offered in a particular session will depend on student demand. Below are courses currently offered at these levels, but the options may vary from year to year.

Level-H courses (10 or 20 credits)
◾Algebraic & geometric topology
◾Continuum mechanics & elasticity
◾Differential geometry
◾Fluid mechanics
◾Functional analysis
◾Further complex analysis
◾Galois theory
◾Mathematical biology
◾Mathematical physics
◾Numerical methods
◾Number theory
◾Partial differential equations
◾Topics in algebra.

Level-M courses (20 credits)
◾Advanced algebraic & geometric topology
◾Advanced differential geometry & topology
◾Advanced functional analysis
◾Advanced methods in differential equations
◾Advanced numerical methods
◾Biological & physiological fluid mechanics
◾Commutative algebra & algebraic geometry
◾Elasticity
◾Further topics in group theory
◾Lie groups, lie algebras & their representations
◾Magnetohydrodynamics
◾Operator algebras
◾Solitons
◾Special relativity & classical field theory.

SMSTC courses (20 credits)
◾Advanced Functional Analysis
◾Advanced Mathematical Methods

The project titles are offered each year by academic staff and so change annually.

Career prospects

Career opportunities are diverse and varied and include academia, teaching, industry and finance.

Graduates of this programme have gone on to positions such as:
Maths Tutor at a university.

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This programme is for students who have a strength in mathematics and wish to teach in primary schools, focusing solely or mainly on mathematics. Read more

Summary

This programme is for students who have a strength in mathematics and wish to teach in primary schools, focusing solely or mainly on mathematics.

This programme has been devised in response to government policy to train specialist primary mathematics teachers to address identified needs in primary mathematics teaching.

The programme focuses on developing you as a confident mathematics teacher, able to teach higher attaining older children as well as teaching to the range of attainment found in primary schools. As a specialist mathematics teacher you will also be someone able to advise and enthuse colleagues so as to raise attainment throughout the school. As Ofsted (2011) showed, this means ensuring effective mathematics teaching from the Foundation Stage and for all children, not just high attainers.

You will be someone who can demonstrate enthusiasm for the subject and potential to inspire children and colleagues. The aim is to raise the profile of mathematics and confidence and achievement of children.

You will need to demonstrate very good subject knowledge as well as having a strong interest in promoting positive attitudes to mathematics learning. In addition you will need to show you have a good understanding of primary education and a commitment to high expectations for all children.

The course provides both an academic qualification at Masters-level (PGCE) and a recommendation for Qualified Teacher Status (QTS). You will gain from the expertise and enthusiasm of our school mentors and university subject tutors in small, subject-based teaching groups at Roehampton, tailored to your experience and expertise.

A combination of extensive school partnerships, strong pastoral support and a close-knit student community means that you will receive an excellent experience.

Content

The Mathematics Specialist pathway has different modules which are geared towards becoming a specialist Mathematics teacher.

You will focus on the core knowledge, skills and understanding necessary to enter the teaching profession and spend time analysing the primary practices experienced in your placements with a consideration of contemporary issues and research. You will also focus on subject knowledge and pedagogy in the National Curriculum core subjects (English, Mathematics and Science) and foundation subjects (Art and Design, Computing, Design and Technology, Foreign Languages, Geography, History, Music, Physical Education and Religious Education). The foundation subjects are introduced via one group seminar for each of the nine subjects. This session will provide an introduction to the subject including pedagogical techniques and provide a signpost to current research and further reading.

The knowledge in this programme will be a combination of mathematics carried out by the specialists themselves and an in depth study of the mathematics to be taught. You will build a strong awareness of how to transform mathematical ideas into knowledge for teaching. Personal subject knowledge will be addressed through materials such as Roehampton’s very successful Mathematics Enhancement Course, adapted for primary specialists.

You will spend time in school where you will have the opportunity to develop and practice skills and strategies which promote children's learning. During the placement you are expected to draw upon all the other modules in the programme and engage in analysis and evaluation within the framework provided by the PGCE Primary Profile of Professional Development. The focus of this placement is to act as an introduction to effective teaching and learning strategies and to provide an opportunity to observe children as learners, developing an understanding of how a range of factors impact on the learning and well-being of individuals.

Upon application to the programme, trainees choose an age specialism (3-7 years or 5-11 years). This determines the mix of placement schools offered for both SEs.

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If you are a qualified teacher who is enthusiastic about teaching mathematics and committed to developing the knowledge, skills and understanding required to become a mathematics specialist teacher, then this programme is for you. Read more
If you are a qualified teacher who is enthusiastic about teaching mathematics and committed to developing the knowledge, skills and understanding required to become a mathematics specialist teacher, then this programme is for you. You may be a mathematics leader and want to develop subject knowledge and teaching expertise in others. Alternatively you may be a class teacher with a passion for teaching mathematics and wish to prepare yourself for a future position as a mathematics subject leader.

Visit the website: https://www.canterbury.ac.uk/study-here/courses/postgraduate/mathematics-specialist-teacher.aspx

Course detail

You will gain a postgraduate certificate (60 Masters level credits) which can be transferred if you undertake further Masters study.

In module 1, you will explore the mathematics within the Early Years Foundation Stage (EYFS) and primary National Curriculum, and into Key Stage 3. You will identify key mathematical ideas and processes in the curriculum and trace how these progress. The aim is that you develop deep understanding of primary mathematics.

Module 2 focuses on pedagogy. You will consider teaching approaches that promote children’s conceptual understanding of and fluency in primary mathematics. There will be an investigation of mastery of mathematics. You will evaluate a wide repertoire of teaching approaches critically, including those used in other countries.

In module 3, you will develop the knowledge and understanding needed to work with your colleagues. You will consider strategies to support other teachers’ and teaching assistants’ subject and teaching knowledge in primary mathematics. The module will also explore how to lead whole school initiatives and lead effective, collaborative professional development.

Assessment

You will be required to submit three assignments of 2000 words each. These assignments are designed to support you in developing mathematics in your own setting. For example, you will investigate progression from the early years across the primary phase in one area of mathematics which you wish to develop in your school.

As part of this assignment, you will examine how to support progression in children’s learning of their mathematics. A second assignment will explore one approach to teaching mathematics such as the use of manipulatives or mathematical talk. The final assignment will support you in working with your colleagues to develop their teaching of mathematics. You will be offered tutorial support for all assignments.

What can I do next?

The programme is written to support you in developing your career as a teacher who can offer specialist knowledge and support others, in your school or across groups of schools.

After completing the Post Graduate Certificate you will have the option to transfer the credits and complete the MA in Education.

How to apply

For information on how to apply, please follow this link: https://www.canterbury.ac.uk/study-here/how-to-apply/how-to-apply.aspx

Funding

-Masters Loans-

From 2016/17 government loans of up to £10,000 are available for postgraduate Masters study. The loans will be paid directly to students by the Student Loans Company and will be subject to both personal and course eligibility criteria.

For more information available here: https://www.canterbury.ac.uk/study-here/funding-your-degree/funding-your-postgraduate-degree.aspx

-2017/18 Entry Financial Support-

Information on alternative funding sources is available here: https://www.canterbury.ac.uk/study-here/funding-your-degree/2017-18-entry-financial-support.aspx

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This course will train you to teach mathematics across the 11-16 or 11-18 age range. It will prepare you to teach the National Curriculum, GCSE and A level. Read more
This course will train you to teach mathematics across the 11-16 or 11-18 age range. It will prepare you to teach the National Curriculum, GCSE and A level. Completion of the 10 month course leads to both a postgraduate qualification and qualified teacher status (QTS).

The course combines master's level academic study of mathematics education with a range of practical experiences. Approximately two-thirds of your time will be spent in partnership schools and colleges developing practical teaching skills with the support of trained mathematics mentors who are experienced teachers. The University works with a large variety of schools, comprehensives, grammar schools, specials schools, pupil referral units and sixth form colleges, which allows us to personalise your school experience to your individual needs.

Your practical training will be underpinned by education theories, ideas and concepts, and by enhancing your awareness of current educational issues and developments.

Mathematics is an exciting and creative subject and you will construct your own understandings through working collaboratively on engaging, challenging tasks and reflecting on your experiences.

Aims

The course will help you to develop your:
-Understanding of how children and young people learn mathematics
-Ability to differentiate teaching styles to meet learners' individual needs
-Motivational and behavior management skills
-Ability to assess and record learner achievement and raise expectations
-Awareness of historical and cultural roots of mathematics and their relevance to the classroom
-Appreciation of how mathematics can contribute across the curriculum
-Understanding of wider educational issues and current debates in mathematics education

The University-based sessions will enable you to reflect on teaching learning and pedagogy as well as encouraging you to observe how children learn, including:
-Reflections on mathematics subject knowledge and pedagogy
-Misconceptions in mathematics
-The history of mathematics
-The role of proof in the mathematics classroom
-The National Curriculum and current debates in mathematics education
-Planning lessons
-Assessment for learning
-Differentiation
-Managing pupil behavior
-Keeping records and using data to support pupils' progress

Special features

-You may be eligible for a scholarship or bursary of up to £25,000 whilst you train.
-94% of graduates in a teaching post within six months of completing the course (2013 graduates from The University of Manchester).
-Course rated as `outstanding' by Ofsted.
-Top university Secondary PGCE provider in the North West ( Good Teacher Training Guide ).
-Extensive classroom experience - up to two thirds of the course is school-based learning.

Career opportunities

On completion of your PGCE and being granted qualified teaching status (QTS), you will work for a year as a newly qualified teacher (NQT). We keep in touch with our former students and continue to support them throughout their NQT year through personal contact and by offering free NQT professional development opportunities.

A Secondary Mathematics PGCE from the University of Manchester is a valued qualification regionally, nationally and internationally. You will be given clear direction, advice and support when making applications for teaching posts and our employment rates are consistently high. 94% of our Secondary Mathematics PGCE 2013 graduates were in a teaching post within six months of completing the course, which is higher than the sector average.

Qualified teachers undertake continuous professional development throughout their career, both to maintain the latest subject knowledge and teaching techniques, and if desired, to facilitate progression into leadership and management positions. A PGCE qualification counts as 60 of the 180 credits required for a master's degree and The University of Manchester offers a part-time MA in Educational Leadership should you wish to continue your professional development by completing a master's in the future.

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