Courses may be spread over the second and third years of the Bachelor programme, while respecting the various prerequisites detailed in the course decriptions.
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Annual block | ||||||||
2 | 3 | |||||||
![]() Courses LMAT1231 and LMATH1241 are compulsory. The student will choose at least one course from LMAT1221 and LMAT1222. |
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Multilinear algebra and group theory | Marino Gran; | 30h+30h | 6 credits | 2q | x | x | |
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Geometry II | Pierre Bieliavsky; | 45h+15h | 6 credits | 1q | x | x | |
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Mathematical analysis 3 | Augusto Ponce; Jean Vanschaftingen; | 45h+45h | 9 credits | 1q | x | x | |
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Complex analysis 1 | Luc Haine; | 30h+15h | 5 credits | 2q | x | x | |
![]() The student will complete the programme with courses chosen from the list shown below, in such a way as to total 30 credits. |
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Differential equations | Jean Vanschaftingen; | 30h+15h | 5 credits | 2q | x | x | |
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Mathematical methods of classic mechanics 2 | Christian Hagendorf; Luc Haine; | 22.5h+30h | 5 credits | 1q | x | x | |
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Topology | Pedro Vaz; | 22.5h+15h | 4 credits | 1q | x | x | |
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Functional analysis and partial differential equations | Michel Willem; | 45h+45h | 7 credits | 1q | x | x | |
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Commutative algebra | Jean-Pierre Tignol; | 45h | 4 credits | 2q | x | x | |
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Eléments de géométrie différentielle | Luc Haine; | 30h+30h | 5 credits | 1q | x | x | |
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Group theory | Philippe Ruelle; | 22.5h+15h | 5 credits | 2q | x | x |