Description of Programmes 3




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НазваниеDescription of Programmes 3
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Table of Contents


Table of Contents 1

Goal of Programme 3

Tasks of Programme 3

Description of Programmes 3

Subject of Programme 3

Length of Studies and Score of Subject Matters 4

Immatriculation Terms 4

Requirements in Assessment of Studies and Assessment Order 5

Syllabus of Studies Programme 6

Subject Matters of Studies Programme 6

Means of Fulfilment the Programme. List of Teaching Staff. 9

Costs of Studies per Master’s Degree Programme Student per Annum (Ls.) 10

Terms for Awarding academic degree’s 11

Possibilities of Acquiring Natural Sciences, Social Sciences and Humanities as well as Other Studying Possibilities 11

Studies Programme Development Plan 11

Part A (Compulsory Courses) 14

Selected Chapters in Probability Theory and Mathematical Statistics 15

Selected Chapters of Discrete Mathematics and Algebra 16

Selected CHAPTERS OF ORDINARY AND PARTIAL DIFFERENTIAL EQUATIONS 17

Special sections of function theory and functional analysis. 18

Part B (Optional Courses) 19

Affine, Projective and Combinatorial Geometry 20

ANALYTICAL METHODS OF ORDINARY DIFFERENTIAL EQUATIONS 21

ANALYTICAL METHODS OF PARTIAL DIFFERENTIAL EQUATIONS 22

APPLICATION BY SPLINES IN MATHEMATICAL PHYSICS 23

APPLIED ANALYSIS (NON-LINEAR) 24

APPLIED ANALYSIS (OPTIMISATION) 25

APPROXiMATIONS THEORY 27

ASYMPTOTIC METHODS IN MATHEMATICS 28

Combinatorial Algorithms 29

CRYPTOGRAPHY 30

Development Technologies of Electronic Teaching Aids. 31

Elements of set and category theories 32

Elements of topology 34

Factor analysis and Mathematical statistics. 36

General Methods of Elementary Mathematics 37

Linear System Theory And RegRESSION ANALYSIS 38

Markova PROCESSES with discrete states space. 39

MATHEMATICAL MODELLING 40

MATHEMATICAL MODELS OF PROCESSES IN POROUS MEDIA 41

MATHEMATICAL STRUCTURES I 42

MATHEMATICAL STRUCTURES II 43

MATHEMATICAL THEORY OF MARKET EQUILIBRIUM 45

Mathematical Thinking Psychology 46

Modern Elementary Geometry 47

Multidimensional Statistical Analysis 48

NON-LINEAR BOUNDARY VALUE PROBLEMS 50

NUMERICAL METHODS FOR ORDINARY DIFFERENTIAL EQUATION 51

NUMERICAL METHODS FOR PARTIAL DIFFERENTIAL EQUATIONS 52

PERTURBATION ANALYSIS 53

PRACTICAL CLASSES OF MATHEMATICAL MODELLING WITH COMPUTER PROGRAM PACKAGES I 54

PRACTICAL CLASSES OF MATHEMATICAL MODELLING WITH COMPUTER-PROGRAM PACKAGES II 56

PRACTICAL CLASSES OF MATHEMATICAL MODELLING WITH COMPUTER-PROGRAM PACKAGES III 57

Practice in Olympiad Problems Solving 58

Risk Theory 59

Selected Chapters of Computer Application Programs 60

Selected Chapters of Number Theory 61

SOLVABILITY OF NONLINEAR EQUATIONS 62

SPECIAL FINITE-DIFFERENCE METHODS 63

Special sections of calculus. 64

Splines and their Applications 65

Statistical modelling 66

Stochastic Processes. 67

Supplementary Chapters of Mathematical Statistics. 68

The History of Latvian Schools 69

Theory of Algorithms and Automata 70

Topology III 71

Visual Basic as the Universal Tool in Creating Teaching-Controlling Programs. 72

Goal of Programme


The goal of the studies programme for master’s degree in mathematics is to provide for academic education in the science Mathematics, maintaining a historically established inheritance of the traditions of the science of Mathematics in Latvia and facilitating further development of a possibly greater number of directions in Mathematics.

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