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Overview. This is a one-year full-time course, though it could be taken part-time over two or more years. It provides a broad introduction to Mathematics at the graduate level.
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This is a one-year full-time course, though it could be taken part-time over two or more years. It provides a broad introduction to Mathematics at the graduate level.

Modules include Galois Theory, Differential Geometry, Probability, Functional Analysis, Numerical analysis, Research Projects, Representation Theory and Algebraic Topology.

Scholarships are applicable only for Full time students.

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Overview. This is a three-year part-time taught course. It is aimed at students who have a primary degree with a significant Mathematical content (such as Mathematical Studies graduates), but who do not hold an Honours Degree in Mathematics.
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This is a three-year part-time taught course. It is aimed at students who have a primary degree with a significant Mathematical content (such as Mathematical Studies graduates), but who do not hold an Honours Degree in Mathematics. The MA course is equivalent to taking a Higher Diploma in Mathematics followed by the MSc by examination. A mark of 50% is required to proceed to second year. Candidates who fail to reach the mark of 50% may be awarded a Higher Diploma in Mathematics, subject to a threshold of 40%.

Modules include Numerical Analysis, Point Set Topology, Research projects, Complex Analysis, Rings and Fields, Functional Analysis, Riemann Surfaces, Algebraic Topology, Partial Differential Equations and Introduction To Programming For Mathematicians.

**Duration:** 2 years Full-time, 3 years Part-time

Scholarship are applicable only for full time courses

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The MSc in Mathematics is intended to bring the student to a level of knowledge and understanding where they can confidently begin to study modern research literature in Mathematics, and can prepare to embark on a research project of their own (under supervison).
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The MSc in Mathematics is intended to bring the student to a level of knowledge and understanding where they can confidently begin to study modern research literature in Mathematics, and can prepare to embark on a research project of their own (under supervison).

The student takes three 10 credit taught modules in each of the first two semesters. These modules are examined during, or at the end of, the semester in which they are given.

The student also completes a 30-credit dissertation. Normally, this is done largely in the summer semester.

September to August (full time) - 1 year or 3 semesters

September to August (part time) - 2 years or 6 semesters

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The student takes three 10 credit taught modules in each of the first two semesters. These modules are examined during, or at the end of, the semester in which they are given.

The student also completes a 30-credit dissertation. Normally, this is done largely in the summer semester.

September to August (full time) - 1 year or 3 semesters

September to August (part time) - 2 years or 6 semesters

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If you are interested in the possibility of a research degree (PhD or Research Masters) in the School of Mathematical Sciences, we encourage you to become familiar with the range of research activity and expertise in the School.
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If you are interested in the possibility of a research degree (PhD or Research Masters) in the School of Mathematical Sciences, we encourage you to become familiar with the range of research activity and expertise in the School. In particular, we would encourage you to approach or contact members of the academic staff whose research area may be of particular interest.

The research of the School covers a wide range of areas including:

Analysis (Infinite-dimensional analysis, Functional Analysis, Potential Theory)

Algebra (Matrix Theory, K-theory, Quadratic and Hermitian Forms)

Discrete Mathematics (Coding, Cryptography, Number Theory)

Applied Mathematics (Fluid Dynamics, Computational Science, Meteorology, Biomathematics, Information Theory)

Theoretical Physics (Astrophysics, General Relativity, Quantum Gravity, Statistical Mechanics, Quantum Field Theory)

Statistics (Bayesian Statistics, Pharmaceutical, Medical and Educational Statistics, Environmental and ecological modelling, Epidemiology, Econometrics).

Please see our School Website for more details:

http://www.ucd.ie/mathstat

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The research of the School covers a wide range of areas including:

Analysis (Infinite-dimensional analysis, Functional Analysis, Potential Theory)

Algebra (Matrix Theory, K-theory, Quadratic and Hermitian Forms)

Discrete Mathematics (Coding, Cryptography, Number Theory)

Applied Mathematics (Fluid Dynamics, Computational Science, Meteorology, Biomathematics, Information Theory)

Theoretical Physics (Astrophysics, General Relativity, Quantum Gravity, Statistical Mechanics, Quantum Field Theory)

Statistics (Bayesian Statistics, Pharmaceutical, Medical and Educational Statistics, Environmental and ecological modelling, Epidemiology, Econometrics).

Please see our School Website for more details:

http://www.ucd.ie/mathstat

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The MA in Mathematics is designed for graduates who wish to obtain a masters degree in mathematics but who have not completed a four year honours BSc in Mathematics.
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The MA in Mathematics is designed for graduates who wish to obtain a masters degree in mathematics but who have not completed a four year honours BSc in Mathematics. It combines components of the Higher Diploma in Mathematical Sciences and the MSc in Mathematics to offer an opportunity for a student to complete an MA in Mathematics within a 16 month period. For some this is an attractive alternative to the more standard 24 month pathway of the HDip followed by the MSc in Mathematics.

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The aim of this course is to enable graduates having some mathematical background attain the level required to teach the subject in schools.
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Students considering taking this course with a view to teaching Mathematics are strongly advised to talk to the Teaching Council in advance.

PAC Code

MHR57

The following information should be forwarded to PAC, 1 Courthouse Square, Galway or uploaded to your online application form:

Certified copies of all official transcripts of results for all non-Maynooth University qualifications listed MUST accompany the application. Failure to do so will delay your application being processed. Non-Maynooth University students are asked to provide two academic references and a copy of birth certificate or valid passport.

Find information on Scholarships here https://www.maynoothuniversity.ie/study-maynooth/postgraduate-studies/fees-funding-scholarships

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The aim of this course is to enable graduates having some mathematical background attain the level required to teach the subject in schools.
Read more…

Students considering taking this course with a view to teaching Mathematics are strongly advised to talk to the Teaching Council in advance.

PAC Code

MHR56

The following information should be forwarded to PAC, 1 Courthouse Square, Galway or uploaded to your online application form:

Certified copies of all official transcripts of results for all non-Maynooth University qualifications listed MUST accompany the application. Failure to do so will delay your application being processed. Non-Maynooth University students are asked to provide two academic references and a copy of birth certificate or valid passport.

Find information on Scholarships here https://www.maynoothuniversity.ie/study-maynooth/postgraduate-studies/fees-funding-scholarships

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Those holding the Higher Diploma are deemed to have reached the honours degree standard in Mathematics. The Diploma is awarded at pass and honours levels.
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The Institute of Mathematics and its Applications admits those with a First Class or Second Class Grade 1 Higher Diploma to Graduate Membership. Others who have passed the Higher Diploma are admitted to Associate Membership.

PAC Code

MHR54

The following information should be forwarded to PAC, 1 Courthouse Square, Galway or uploaded to your online application form:

Certified copies of all official transcripts of results for all non-Maynooth University qualifications listed MUST accompany the application. Failure to do so will delay your application being processed. Non-Maynooth University students are asked to provide two academic references and a copy of birth certificate or valid passport.

Find information on Scholarships here https://www.maynoothuniversity.ie/study-maynooth/postgraduate-studies/fees-funding-scholarships

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Those holding the Higher Diploma are deemed to have reached the honours degree standard in Mathematics. The Diploma is awarded at pass and honours levels.
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The Institute of Mathematics and its Applications admits those with a First Class or Second Class Grade 1 Higher Diploma to Graduate Membership. Others who have passed the Higher Diploma are admitted to Associate Membership.

PAC Code

MHR55 Part-time

The following information should be forwarded to PAC, 1 Courthouse Square, Galway or uploaded to your online application form:

Certified copies of all official transcripts of results for all non-Maynooth University qualifications listed MUST accompany the application. Failure to do so will delay your application being processed. Non-Maynooth University students are asked to provide two academic references and a copy of birth certificate or valid passport.

Find information on Scholarships here https://www.maynoothuniversity.ie/study-maynooth/postgraduate-studies/fees-funding-scholarships

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