Study plan Bachelor's Degree in Mathematics

Study guides

Timetables

Morning lectures and some afternoons in your first year.

Table of credits for each course

	Basic training	Compulsory	Optional	Bachelor's degree final project
1st year	51	9
2nd year	9	51
3rd year		60
4th year			48	12
Totals	60	120	48	12

Period of study

Six-monthly

Part-time or full-time

Full-time

Specialisations

Specialisation in Economatics
Specialisation in Statistics
Specialisation in Mathematical Engineering
Specialisation in Fundamental Mathematics

Basic and compulsory training

1st year	2nd year
Real Variable Functions Linear Algebra Fundamentals of Mathematics Physics Computer Tools for Mathematics Current Science Topics	Modelling Workshop Calculus in Different Variables and Optimisation Mathematical Analysis Linear Geometry Algebraic Structures Numerical Methods Discrete Mathematics Seminar
3rd year	4th year
Differential Equations and Modelling I Differential Equations and Modelling II Galois Theory Complex and Fourier Analysis Probability and Stochastic Modelling Statistics Topology Differential Equations	Bachelor's Degree Final Project

 

Optional subjects

 

4th year
48 optional credits must be taken. Students can take subjects from specialisation tracks or opt for more general training. Not all optional subjects are offered each year.
Work Placement (1) History of Mathematics Current Mathematical Trends Real and Functional Analysis  Harmonic Analysis Commutative Algebra Arithmetic Topology of Varieties Riemannian Geometry Stochastic Processes Mathematical Statistics Biostatistics	Financial Management Artificial Intelligence Dynamic Systems Numerical Calculus Equations in Partial Derivatives Numerical Integration of Equations in Partial Derivatives Statistical Sampling Temporal Series Operational Research Advanced Programming

(1) All optional subjects are for 6 credits, except this one, which is for 12 credits.

In order to obtain a specialisation at least 30 credits must be taken for each track. The remaining optional credits can be made up of other subjects from the specialisation or from fourth year optional subjects. 

Specialisation in Statistics	Specialisation in Economatics
Statistical Sampling Temporal Series Biostatistics Mathematical Statistics Financial Management	Financial Management Operational Research Temporal Series Mathematical Statistics Equations in Partial Derivatives Numerical Integration of Equations in Partial Derivatives
Specialisation in Mathematical Engineering	Specialisation in Fundamental Mathematics
Operational Research Numerical Calculus Numerical Integration of Equations in Partial Derivatives Equations in Partial Derivatives Advanced Programming Artificial Intelligence	Real and Functional Analysis  Harmonic Analysis Commutative Algebra Arithmetic Topology of Varieties Riemannian Geometry Stochastic Processes Dynamic Systems Equations in Partial Derivatives Mathematical Statistics Current Mathematical Trends (2)

(2) Compulsory for obtaining the Specialisation in Fundamental Mathematics.