Metadata
Title
Single Honors Mathematics (SS year)
Category
undergraduate
UUID
53df31af29fb4cf9ba1fa7f07ea042ba
Source URL
https://www.maths.tcd.ie/undergraduate/modules/ss-ubmath-sng.php
Parent URL
https://www.maths.tcd.ie/undergraduate/modules/
Crawl Time
2026-03-23T14:25:24+00:00
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Single Honors Mathematics (SS year)

Source: https://www.maths.tcd.ie/undergraduate/modules/ss-ubmath-sng.php Parent: https://www.maths.tcd.ie/undergraduate/modules/

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Single Honors Mathematics (SS year)

Selected pathway Major in Mathematics, Minor in Pillar 1 Major in Mathematics, Minor in Pillar 2 Major in Mathematics, Minor in Pillar 4 Major in Mathematics, Minor in Statistics Single Honors Mathematics Single Honors Mathematics (Pillar 1 NMS) Single Honors Mathematics (Pillar 2 NMS) Single Honors Mathematics (Pillar 4 NMS) Single Honors Mathematics (Statistics NMS) ECTS credit split

Available pathways

During their Senior Sophister year, students follow one of the available pathways. Their exact options are outlined in this useful diagram and they are also briefly outlined below.

Timetable pillars for minor subjects

For timetable purposes, the available minor subjects (other than Statistics) are divided into three groups, which are also known as pillars.

Mathematics modules

The following list of Mathematics modules corresponds to the pathway selected at the top of this page. One may use the dropdown menu to navigate to other pathways, if needed. Some combinations of modules may not be available because of timetable restrictions.

Credits must always be divided equally between the two semesters. Unless indicated otherwise, each module is worth 5 credits. To view the prerequisites for each module, one may hover their mouse over the module code. Modules listed with (c) are compulsory, while those listed with an asterisk are offered every other year.

Yearlong Mathematics Modules

MAU34900

Mathematics education (10 ECTS)

Miriam Logan Aibhin Bray

MAU44P00 (c)

Capstone project (20 ECTS)

Marvin Anas Hahn

STU44003

Data analytics (10 ECTS)

Semester 1 Mathematics Modules

CSU34011

Symbolic programming

Tim Fernando

CSU34016

Introduction to functional programming

Andrew Butterfield

CSU44001

Fuzzy logic and control systems

Khurshid Ahmad

CSU44004

Formal verification

Vasileios Koutavas

CSU44052

Computer graphics

CSU44053

Computer vision

Kenneth Dawson-Howe

MAU34101*

Galois theory

Nicolas Mascot

MAU34103*

Lie algebras and Lie groups

Sergey Mozgovoy

MAU34107

Combinatorics

Marvin Anas Hahn

MAU34209

Advanced complex analysis

Dmitri Zaitsev

MAU34215*

Introduction to partial differential equations

John Stalker

MAU34301*

Differential geometry

Tommaso Cremaschi

MAU34303

Discrete geometry

Marvin Anas Hahn

MAU34401

Classical field theory

Andrei Parnachev

MAU34403

Quantum mechanics I

Sergey Frolov

MAU34601

Practical numerical simulations

Patrick Fritzsch

STU34501*

Applied linear statistical methods I

Jason Wyse

STU34507*

Statistical inference I

Simon Wilson

Semester 2 Mathematics Modules

MAU34102*

Commutative algebra

Sergey Mozgovoy

MAU34216*

Advanced partial differential equations

Paschalis Karageorgis

MAU34302*

Introduction to algebraic geometry

Andreea Nicoara

MAU34306*

Manifold topology

Florian Naef

MAU34308*

Techniques in geometry

Nikhil Savale

MAU34402

Classical electrodynamics

Stefan Sint

MAU34404

Quantum mechanics II

Michael Peardon

MAU34804*

Fixed point theorems and economic equilibria

John Stalker

STU34502*

Applied linear statistical methods II

Alessio Benavoli

STU34508*

Statistical inference II

Jason Wyse