Bachelor's degree in Applied Mathematics

1st Year (PCMI: Common Computer Mathematics Program)

1 semester

Teaching unit	VHS	weekly VH				coefficient	Credits	Assessment method
Teaching unit	14 sem	C	TD	TP	Other experience	coefficient	Credits	Continued	Examen
Fundamental Units
UEF11(O/P)		4h30	4h30		6h	7	11
UEF111: 1 analysis	84h	3h00	3h00		3h	4	6	40%	60%
UEF112: Algebra 1	42h	1h30	1h30		3h	3	5	40%	60%
UEF12(O/P)		4h30	3h	3h	6h	7	11
UEF121: Algorithms and data structure 1	105h	3h00	1h30	3h	3h	4	6	40%	60%
UEF122: Machine structure 1	42h	1h30	1h30		3h	3	5	40%	60%
EU Methodology
EMU11(O/P)			3h		4h	2	4
EMU111: Scientific Terminology and Expression written	21h		1h30		2h	1	2		100%
EMU112: Foreign language	21h		1h30		2h	1	2		100%
Discovery Teaching Unit
UED11(O/P) Choose a Subject from:		1h30	1h30		2h	2	4
– Physics 1 – Electronics and system components	42h	1h30	1h30		2h	2	4	40%	60%
Total Semester 1	357h	10h30	12h	3h	18h	18	30

2 semester

Teaching unit	VHS	weekly VH				coefficient	Credits	Assessment method
Teaching unit	14 sem	C	TD	TP	Other experience	coefficient	Credits	Continued	Examen
fundamental teaching units
UEF21(O/P)		4h30	3h		6h	6	10
UEF211: 2 analysis	63h	3h00	1h30		3h	4	6	40%	60%
UEF212: Algebra 2	42h	1h30	1h30		3h	2	4	40%	60%
UEF22(O/P)		3h	3h	1h30	6h	6	10
UEF221: Algorithms and structure of 2 data	63h	1h30	1h30	1h30	3h	4	6	40%	60%
UEF222: Machine structure 2	42h	1h30	1h30		3h	2	4	40%	60%
EU methodology
EMU21(O/P)		4h30	1h30	1h30	6h	4	7
EMU211: Introduction to Probability and descriptive statistics	42h	1h30	1h30		2h	2	3	40%	60%
EMU212: Information Technology and communication	21h	1h30			2h	1	2		100%
EMU213: Programming tools for Mathematics	42h	1h30		1h30	2h	1	2	40%	60%
Transversal UE
UET21(O/P)		1h30	1h30		2h	2	3
UET211: Physics 2 (general electricity)	42h	1h30	1h30		2h	2	3	40%	60%
Total Semester 2	357h	13h30	9h	4h30	20H	18	30

2nd year

3 semester

Teaching unit	VHS	weekly VH				coefficient	Credits	Assessment method
Teaching unit	14 sem	C	TD	TP	Other experience	coefficient	Credits	Continued	Examen
fundamental teaching units
UEF31(O/P)		7h30	4h30		9h	10	18
UEF311: Algebra 3	42h	1h30	1h30		3h	3	5	40%	60%
UEF312: 3 analysis	63h	3h00	1h30		3h	4	7	40%	60%
UEF313: Introduction to Topology	63h	3h00	1h30		3h	3	6	40%	60%
EU methodology
EMU31(O/P)		4h30	3h	3h	6h	6	10
EMU311: Numerical analysis 1	63h	1h30	1h30	1h30	2h	3	4	40%	60%
EMU312: Mathematical Logic	42h	1h30	1h30		2h	2	3	40%	60%
EMU313: Programming Tools 2	42h	1h30		1h30	2h	1	3	40%	60%
Discovery Teaching Unit
D31(O/P)		1h30			2h	1	2
D311: History of Mathematics	21h	1h30			2h	1	2		100%
Total Semester 3	336h	13h30	7h30	3h	17h	17	30

4 semester

Teaching unit	VHS	weekly VH				coefficient	Credits	Assessment method
Teaching unit	14 sem	C	TD	TP	Other experience	coefficient	Credits	Continued	Examen
fundamental teaching units
UEF41(O/P)		7h30	6h		9h	10	18
F411: 4 analysis	84h	3h	3h		3h	4	7	40%	60%
F412: Algebra 4	42h	1h30	1h30		3h	3	5	40%	60%
F413: Complex analysis	63h	3h	1h30		3h	3	6	40%	60%
EU methodology
EMU41(O/P)		4h30	4h30	1h30	6h	6	10
M411 : Numerical Analysis 2	63h	1h30	1h30	1:30 pm	2h	2	4	40%	60%
M412 : Probabilities	42hh	1h30	1h30		2h	2	3	40%	60%
M413 : Geometry	42h	1h30	1h30		2h	2	3	40%	60%
UE discovery (O/P)
DSU41		1h30			2h	1	2
D411: Application of mathematics to other sciences	21h	1h30			2h	1	2		100%
Total Semester 4	315h	13h30	10h30	1h30	17h	17	30

3nd year

5 semester

Teaching unit	VHS	weekly VH				coefficient	Credits	Assessment method
Teaching unit	14 sem	C	TD	TP	Other experience	coefficient	Credits	Continued	Examen
fundamental teaching units
UEF 5.1 (O/P)		4h30	3h		6h	7	11
UEF5.1.1: Measurement and Integration	63h	3h	1h30		3h	4	6	40%	60%
UEF5.1.2: Normed vector spaces	42h	1h30	1h30		3h	3	5	40%	60%
UEF5.2(O/P)		4h30	3h		6h	6	11
UEF5.2.1: Differential equations	63h	3h	1h30		3h	4	6	40%	60%
UEF5.2.2: Physics equations mathematical	42h	1h30	1h30		3h	2	5	40%	60%
EU methodology
EMU5.1(O/P)		1h30	1h30	1h30	2h	2	5
EMU5.1.1: Optimization without constraints	63h	1h30	1h30	1h30	2h	2	5	40%	60%
EU discovery
UED5.1(O/P)		1h30			2h	1	3
UED5.1.1: Introduction to the teaching of mathematics	21h	1h30			2h	1	3		100%
Total Semester 5	294h	12h	7h30	1h30	18h	16	30

6 semester

Teaching unit	VHS	weekly VH					coefficient	Credits	Assessment method
Teaching unit	14 sem	C	TD		TP	Other experience	coefficient	Credits	Continued	Examen
Fundamental EU
UEF6.1(O/P)		6h		6h		6h	10	18
UEF6.1.1: Material X (*)	84h	3h		3h		3h	5	9	40%	60%
UEF6.1.2: Material Y (*)	84h	3h		3h		3h	5	9	40%	60%
EU methodology
EMU6.1(O/P)		6h		3h		4h	4	10
EMU6.1.1: Integral transformations in L spaces^p	63h	3h		1h30		2h	2	5	40%	60%
EMU6.1.2: Differential geometry	63h	3h		1h30		2h	2	5	40%	60%
Transversal teaching unit
UET6.1 (O/P)		1h30				2h	2	2
Ethics and professional conduct in teaching and research	21	1h30				2h	2	2		100%
Total Semester 6	315h	13h30		9h		12h	16	30

(*): Materials X and Y are to be chosen in pairs (one or more) per the training team on the following list. This list remains open to new proposals which must be validated imperatively by the CPND.

Introduction to group theory	Introduction to the theory of linear operators
Theory of bodies	Partial differential equations
Inferential Statistics	Mathematical modeling of the rhythms of life
Advanced probabilities	Optimization with constraints
Introduction to random processes	Linear programming
Numerical methods for ODE and PDE

NB : A share The 3 hours between TD et TP following The materials X et Y selected by establishment.

Global summary of the training: (indicate the separate global VH in progress, TD, TP… for the 06 semesters of teaching, for the different types of EU)

UE VH	UEF	UEM	UED	UET	Total
Courses	651h	294h	84h	42h	1071h
TD	462h	19h30	21h	21h	777h
TP	105h	105h	00	00	203h
Personal work	840h	392h	112h	56h	1400h
other (explain, list,)
Total	2058h	1057h	217h	119	3451h
Credits	118	46	11	5	180
% in credits for each teaching unit	65.5%	25.5%	6.11%	2.7%	100%

Faculty of Sciences

Degree in Applied Mathematics

Program of the License in Mathematics Aapplied