Metadata
Title
Joint Honors Maths + German or Russian (SF year)
Category
undergraduate
UUID
b5831a1073774a39ab58c0536ac2b2e0
Source URL
https://www.maths.tcd.ie/undergraduate/modules/sf-ubmat3-jnt.php
Parent URL
https://www.maths.tcd.ie/undergraduate/modules/
Crawl Time
2026-03-23T14:24:59+00:00
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Joint Honors Maths + German or Russian (SF year)

Source: https://www.maths.tcd.ie/undergraduate/modules/sf-ubmat3-jnt.php Parent: https://www.maths.tcd.ie/undergraduate/modules/

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Joint Honors Maths + German or Russian (SF year)

Selected pathway Joint Honors Mathematics and GER/RUS Major in GER/RUS, Minor in Mathematics Major in Mathematics, Minor in GER/RUS Single Honors Mathematics ECTS credit split

Available pathways

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

Students who continue with both subjects will be able to change their pathway a year later. However, they may not proceed with either a Single Honors degree in Mathematics or a major in Mathematics, unless they take 40 credits in Mathematics during their Senior Fresh year.

Open Modules and Trinity Electives

The term Trinity Electives refers to a collection of modules on various topics of general interest including modules in art, history, science and foreign languages, for instance. These are all modules that have no prerequisites, and the students that do not pursue a minor must take 1-2 Trinity Electives during their studies.

The term Open Modules refers to a collection of modules which are offered by other Schools. These are also modules of general interest, but some of them may have prerequisites, and some of them are only available for Mathematics students.

Both Trinity Electives and Open Modules are allocated on a first come first served basis.

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.

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.

Semester 1 Mathematics Modules

MAU22101 (c)

Group theory

Tommaso Cremaschi

MAU22203 (c)

Analysis in several real variables

Adam Keilthy

Semester 2 Mathematics Modules

MAU22102 (c)

Fields, rings and modules

Sergey Mozgovoy

MAU22204 (c)

Introduction to complex analysis

Dmitri Zaitsev

Open Modules and Trinity Electives 2025-26