Side header image

Bachelor of Mathematics

Bachelor of Mathematics
Academic year :

Model Path part 1

Compulsory courses

Calculus6sp1st semester
Eelbode, David
Multivariate Calculus6sp2nd semester
Hohloch, Sonja
Numerical Analysis3sp2nd semester
In't Hout, Karel
Introduction to programming6sp2nd semester
Famaey, Jeroen
General Physics I: kinematics, dynamics, thermodynamics, gas theory6sp1st semester
Bals, Sara
Hadermann, Joke
Numbers and sets6sp1st semester
Symens, Stijn
Computer practicum3sp1st semester
Partoens, Bart
Symens, Stijn
In't Hout, Karel
Discrete Mathematics3sp2nd semester
Symens, Stijn
Linear Algebra and Geometry9sp1st semester
Le Bruyn, Lieven
Groups and Rings6sp2nd semester
Becher, Karim Johannes
Introduction to financial markets 13sp2nd semester
De Ceuster, Marc
Biophysics I3sp2nd semester
Van Doorslaer, Sabine
 

Model Path part 2

Compulsory courses

Fields and Galois theory6sp1st semester
Shoykhet, Boris
Differential equations and dynamical systems6sp1st semester
Hohloch, Sonja
Differential geometry6sp1st semester
Mestdag, Tom
Topology3sp2nd semester
Peeters, Werner
Probability theory9sp1st semester
Guillaume, Florence
Number theory6sp2nd semester
Becher, Karim Johannes
Code theory3sp2nd semester
Symens, Stijn
Numerical Methods6sp2nd semester
Cuyt, Annie
Iterative methods for linear systems6sp2nd semester
Vanroose, Wim
Project3sp2nd semester
Penne, Rudi
Symens, Stijn
Eelbode, David
 

Optional courses

6 ECTS-credits to be chosen from the following list or from an other Bachelor's degree program of the Faculty of Sciences or the Faculty of Applied Economics

Introduction to analytical mechanics6sp2nd semester
Wouters, Michiel
Computer Graphics6sp2nd semester
Van Houdt, Benny
Biophysics II3sp2nd semester
Van Doorslaer, Sabine
Introduction to Computational Biology3sp2nd semester
Laukens, Kris
Introduction to economics6sp1st semester
De Ridder, Annemieke
 

Model Path part 3

Compulsory courses

Commutative algebra6sp1st semester
De Laet, Kevin
Measure theory6sp1st semester
Berckmoes, Ben
Introduction to Algebraic Geometry6sp1st semester
Le Bruyn, Lieven
Mathematical Statistics6sp2nd semester
NNB, -
Complex analysis and Riemann Surfaces6sp2nd semester
Eelbode, David
Numerical solution of ordinary differential equations6sp2nd semester
In't Hout, Karel
Dynamical systems3sp1st semester
Hohloch, Sonja
World View and Science3sp2nd semester
Loobuyck, Patrick
 

Profiling area

9 ECTS-credits to be chosen from the following list or from an other Bachelor's degree programme of the Faculty of Sciences or the Faculty of Applied Economics

Axiomatic projective geometry3sp1st semester
Verschoren, Alain
Function spaces3sp1st semester
Lowen, Bob
Mathematical Models in Economics3sp2nd semester
NNB, -
Lie groups3sp1st semester
Le Bruyn, Lieven
Actuarial and financial mathematics3sp2nd semester
Van Wouwe, Martine
Algorithms and Complexity6sp2nd semester
Janssens, Dirk
Projective Geometry in Technology3sp2nd semester
Penne, Rudi
General physics III: electro-magnetism6sp1st semester
Verbeeck, Johan
Stochastic processes6sp2nd semester
Einmahl, Uwe
Data structures and graph algorithms3sp2nd semester
Van Houdt, Benny
Lattice and sheaf theory6sp1st semester
Lowen, Wendy
Code theory3sp2nd semester
Symens, Stijn
 

Project Work

Kaleidoscopic project6sp1st/2nd sem.
David, Marc