Faculty of Mechanics and Mathematics

Web Site: http://www.mechmat.univ.kiev.ua/en

  1. Markov Processes in Actuarial Mathematics
  2. Operation Research
  3. Teaching Methodology of Mathematics in Institutions of Higher Education
  4. Actuarial Models in Reinsurance. Approximate Calculations in Financial Mathematics
  5. Algebraic and geometric methods in modern mathematics
  6. Algebraic geometry and its applications in cryptography
  7. Algebraic structure in cryptography (Finite field. Lie algebra)
  8. Algebraic structures of modern mathematics
  9. Analytical and numerical modeling of mechanical systems and processes
  10. Analytical dynamics of continuum systems
  11. Applied Theory of Stochastic Processes
  12. Applied vector analysis in mechanics problems
  13. Approximate and Asymptotic Methods in Statistics and Financial Mathematics
  14. Approximate Calculations in Financial Mathematics
  15. Approximation theory
  16. Asymptotic analysis of statistical algorithms performance
  17. Commutative algebra and its applications
  18. complexity theory
  19. Computer investigation of the fields in the waveguide structures
  20. Computer modeling of the elastic wave propagation
  21. Computer Statistics
  22. Computer statistics
  23. Constructive theory of functions
  24. Diffusion Processes. Scientific Workshop on Probability Theory and Mathematical Statistics.
  25. Discrete structures of modern mathematics
  26. Elements of Game Theory and Economic Equilibrium Theory
  27. Financial Analysis
  28. Financial Analysis
  29. Financial Mathematics of Asset Markets
  30. Gaussian measures in Hilbert space
  31. Global attractors of infinite-dimensional dynamical systems
  32. Limit Theorems in Theory of Stochastic Processes. Actuarial Reserving in Life Insurance
  33. Limit Theorems in Theory of Stochastic Processes. Stochastic Differential Equations.
  34. Machines and language
  35. Main algebraic structures
  36. Markov Processes in Actuarial Mathematics
  37. Mathematical analysis: functions of one variable
  38. Mathematical analysis: functions of several variables
  39. Mathematical foundations and technology of software systems and algorithms
  40. Mathematical models of natural science
  41. Mathematical Statistics
  42. Mathematics I
  43. Mathematics I
  44. Mathematics II
  45. Mechanics of coupled fields in material and structural members”
  46. Methods of theory of analytic functions in mechanics
  47. Modelling of Stochastic Processes. Diffusion Processes and Lévy Processes
  48. Modelling of Stochastic Processes. Diffusion Processes, Lévy Processes and Fractional Processes. Limit Theorems in Theory of Stochastic Processes
  49. Modelling of Stochastic Processes. Diffusion Processes, Lévy Processes and Fractional Processes. Qualitative Analysis of Mathematical Models in Economics
  50. Modern approaches to computer modeling in continuum mechanics
  51. Modern methods of computer analysis of boundary-yalue problems
  52. Nanomehanika
  53. Nonclassic mathematical models of solid mechanics
  54. Nonlinear analysis
  55. Nonlinear oscillations and waves
  56. Nonparametric Statistics
  57. Nonsmooth Analysis and Optimization
  58. Operations research
  59. Optimal Stochastic Control in Actuarial Mathematics
  60. Practical applications of databases
  61. Practical applications of integrable information systems
  62. Probability Theory I
  63. Probability Theory II
  64. Processes That Generalize Fractional Brownian Motion. Statistics of Stochastic Processes. Theory of Markov Processes.
  65. Random processes with statistical appplications
  66. Regression Analysis
  67. Risk Processes and Problems in Insurance Mathematics
  68. Sample observations
  69. Sample Survey Planning
  70. Scientific Workshop on Probability Theory and Mathematical Statistics.
  71. Scientific Workshop on Statistics of Stochastic Processes
  72. Sobolev spaces and weak solutions of boundary-value problems
  73. Special problems in thermomechanics
  74. Specialized systems of computer modeling in mechanics
  75. Spline-functions and their applications
  76. Statistics and Econometrics
  77. Statistics of Gaussian Processes
  78. Statistics of Stationary Stochastic Processes
  79. Statistics of Stochastic Processes
  80. Statistics of Stochastic Processes
  81. Stochastic Differential Equations
  82. Stochastic Optimal Control
  83. Stochastic Processes in Orlicz Spaces
  84. Studies in applied mathematics
  85. Studies in Mathematics
  86. Studies in statistics
  87. Survey Sampling
  88. Teaching Methodology of Statistics in Institutions of Higher Education
  89. Theory of probability
  90. Theory of probability
  91. Theory of stochastic processes
  92. Theory of stochastic processes
  93. Time Series. Modelling of Stochastic Processes and Numerical Methods
  94. Variation methods in computational mechanics
  95. Wavelet Analysis and Its Applications in Statistics
  96. Wavelet Analysis and Its Applications in Statistics. Qualitative Analysis of Mathematical Models in Economics
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