# Mathematics for Science students

Do you know what the following have in common: genetic mutation, heart disease, noise in lasers, the rings of Saturn, the population explosion, chemical mixtures which change colour in a periodic way, optical switches, the structure of rocks, solitons, epidemics? They are all topics to which the mathematical theory of nonlinear equations - more popularly known as chaos - has contributed significantly. But chaos theory is not the only branch of mathematics that is important in wide range of sciences. Mathematics is the language of science, and the study of any science requires some degree of mathematical reasoning and understanding.

The Science Mathematics modules provide a good general mathematical basis for all science students, and Mathematics, in both Junior and Senior Freshman years is a prerequisite for the moderatorships in Physics, Chemistry with Molecular Modelling, `Nanoscience, physics and chemistry of advanced materials' and in Human Genetics. The Junior Freshman modules are required for the Moderatorship course in Medicinal Chemistry.Within the Moderatorship Courses in Science (common entry, code TR071), mathematics may be studied as in the Junior Freshman year (up to 20 credits from a total of 60) and students who complete the maximum amount of mathematics in their Junior Freshman may continue with mathematics into the Senior Freshman year (up to 20 credits).

Mathematics is an important topic for all Moderatorship paths in Science, but conflicting priorities mean that some students take a very limited amount of mathematics credits.

The mathematics subject modules for Science (TR071) are also studied in their Junior Freshman year by students of the Moderatorship courses in Human Genetics (TR073), in Chemistry with molecular modelling (TR074), in Nanoscience, physics and chemistry of advanced materials TR076

Students of the Moderatorship programmes in Earth Sciences, and in Human health and disease (TR056) take the mathematics module MA1M01 in their first term, but no further mathematics modules.

Depending on their preferred choice for moderatorship and subject choice in the Senior Freshman year, Science students who take the Mathematics sequence MA1S11/MA1S12 in the Junior Freshman year may choose more advanced Mathematics modules in their Senior Freshman year.

For Junior Freshman Science students do not take either MA1S11 or the sequence MA1S11/MA1S12, there is also a (10 credit) module MA1M01 (mathematical methods).

# Mathematics for Science Students 2017-18

## Junior Freshman Year

Those taking Mathematics for the maximum possible 20 credits take

- MA1S11 Mathematics for scientists (first semester) Lecturers: Prof. Victoria Lebed, Prof. Tristan McLoughlin
- MA1S12 Mathematics for scientists (second semester) Lecturers: AAnonymous, Prof. Colm Ó Dúnlaing

Those not taking Mathematics as a full subject take

MA1M01 Mathematical methods Lecturers: Prof. Alberto Ramos, Prof. Sinéad Ryan

## Senior Freshman Year

### Michaelmas term

- MA22S1 Multi-variable calculus for science [
*prerequisite: MA1S12*] Lecturer: Prof. Miriam Logan - MA22S3 Fourier analysis for science [
*prerequisite: MA1S12*] Lecturer: Prof. Ruth Britto

Those choosing both Mathematics and Physics take both modules. Each module is worth 5 credits.

### Hilary term

- MA22S2 Vector calculus for science [
*prerequisites: MA22S1, MA22S3*] Lecturer: Dr. Joe Ó hÓgáin - MA22S4 Mechanics [
*prerequisite: MA22S1*] Lecturer: Prof. Marina Krstic Marinkovic - MA22S6 Numerical and data analysis techniques [
*prerequisite: MA1M01 or MA1S11*] Lecturer: Prof. Stefan Sint

Those choosing both Mathematics and Physics take MA22S3 and MA22S4. MA22S4 and MA22S6 will clash and cannot be taken together. Each module is worth 5 credits.

### Foundation Scholarship examination

For information on the **Foundation Scholarship examination** in
Mathematics, see here.

## Further Information

The Science Course web pages are a good place for information.

This course is funded by the Irish government under the National
Development
Plan 2007-2013 and aided by the European Social Fund (ESF) under the
Human
Capital Investment Operational Programme 2007-2013.