Main / Mechanics and Mathematics / Computational Sciences and Statistics / Шакенов Канат Кожахметович

Шакенов Канат Кожахметович

Position Профессоp
Computational Sciences and Statistics
Scopus author ID: 14828333800
shakenov2000@mail.ru
8(727) 221-15-91 вн:1591
      
First higher education
Educational institution Квалификация Expiration date
КазНУ им. аль-Фараби Высшее 1977
Academic degree

Academic rank
Name of academic title Date of assignment
Доцент 03/03/1994
Профессор 27/03/2009
State Prizes
Prize Name Date of award
Государственный грант "Лучший преподаватель вуза" в 2007 году


File name Headline Description
Financial Mathematics
Optimization Methods and Numerical Methods
Financial Mathematics
Financial Mathematics
Monte-Carlo methods and their applications
Monte-Carlo methods and their applications
Monte-Carlo methods and their applications
Monte-Carlo methods and their applications
Monte-Carlo methods and their applications
Monte-Carlo methods and their applications
Monte-Carlo methods and their applications
Monte-Carlo methods and their applications
Numerical Solution of the Rheology
Numerical Solution of the Rheology
Applied Statistics
Computational methods in Finance
Economic-mathematical models
Applied Statistics
Introduction to the specialty
Monte-Carlo methods and their applications
Modern methods of mathematical modeling
Numerical Solution of the Rheology
Modern methods of mathematical modeling
Financial Mathematics
Modern methods of mathematical modeling
Economic-mathematical models
Modern methods of mathematical modeling
Financial Mathematics
Financial Mathematics
Optimization Methods and Numerical Methods
Stochastic approximation and control
Optimization Methods and Numerical Methods
Methods in inverse-problem and optimization
Methods in inverse-problem and optimization
Multidimensional statistical analysis
Computational methods in Finance
Computational methods in Finance
Numerical Solution of the Rheology
Stochastic approximation and control
Stochastic approximation and control
Stochastic approximation and control
Mathematical modeling in economics
Mathematical modeling in economics
Mathematical Modeling
Additional chapters of Mathematical statistics
Economic-mathematical models
Computational methods in Finance
Monte-Carlo methods and their applications
Силлабус ММК, 2 курс, маг
Numerical Solution of the Rheology
Monte-Carlo methods and their applications
Monte-Carlo methods and their applications
Numerical Methods-1
Monte-Carlo methods and their applications
Computational methods in Finance
Mathematical statistics for applications
An Elementary Introduction to Mathematical Finance
Stochastic Calculus and Applications
Monte-Carlo methods and their applications
Stochastic Calculus and Applications
Stochastic Processes in Industrial Engineering
Pattern and model based software design and engineering
Inverse Modelling and Data Assimilation Methods
Modern methods of mathematical modeling
Modern methods of mathematical modeling
Numerical Solution of the Rheology
Inverse Modelling and Data Assimilation Methods
Stochastic Processes in Industrial Engineering
Stochastic Calculus and Applications
Monte-Carlo methods and their applications
Stochastic Calculus and Applications
Monte-Carlo methods and their applications
Economic-mathematical models
Modern methods of mathematical modeling
Modern methods of mathematical modeling
Additional chapters of Mathematical statistics
An Elementary Introduction to Mathematical Finance
Computational methods in Finance
Computational methods in Finance
An Elementary Introduction to Mathematical Finance
Economic-mathematical models
Monte-Carlo methods and their applications
Computational methods in Finance
Modern methods of mathematical modeling
Mathematical statistics for applications
An Elementary Introduction to Mathematical Finance
Monte-Carlo methods and their applications
Monte-Carlo methods and their applications
Stochastic approximation and control
Stochastic Processes in Industrial Engineering
Monte-Carlo methods and their applications
Modern methods of mathematical modeling
Numerical Solution of the Rheology
Numerical Solution of the Rheology
Spectral Methods in Theoretical Physics
Methods in inverse-problem and optimization
Numerical Methods-2
-
-
Optimization Methods and Models
Monte-Carlo methods and their applications
Monte-Carlo methods and their applications
-
Monte-Carlo methods and their applications
Monte-Carlo methods and their applications
Numerical Methods-1
Numerical Methods for Solving Problems of Mathematical Physics
Numerical Methods for Solving Problems of Mathematical Physics
Numerical Methods for Solving Problems of Mathematical Physics
Numerical Methods for Solving Problems of Mathematical Physics
Numerical Methods for Solving Problems of Mathematical Physics
Numerical Methods for Curvilinear Grid
Mathematical Models of Nonequilibrium Filtration Processes
Monte-Carlo methods and their applications
Spectral Methods for Solving Problems
Numerical Methods-2
Numerical Methods for Solving Equations of Incompressible Fluid
Numerical Methods of Analysis and Algebra
Professional Mathematiсs
Multidimensional statistical analysis
Applied Statistics
Mathematical statistics for applications
Computational methods in Finance
Introduction to the specialty
Introduction to the specialty
Introduction to the specialty
Introduction to the specialty
An Elementary Introduction to Mathematical Finance
An Elementary Introduction to Mathematical Finance
Applied Statistics
Computational methods in Finance
Financial Mathematics
Economic-mathematical models
Numerical Methods for Curvilinear Grid
Numerical Methods for Curvilinear Grid
Spectral Methods for Solving Problems
Monte-Carlo methods and their applications
Numerical Methods for Solving Equations of Incompressible Fluid
Numerical Methods for Solving Equations of Incompressible Fluid
Numerical Methods for Solving Equations of Incompressible Fluid
Mathematical Models of Nonequilibrium Filtration Processes
Mathematical Models of Nonequilibrium Filtration Processes
Mathematical Models of Nonequilibrium Filtration Processes
Mathematical Models of Nonequilibrium Filtration Processes
Mathematical Models of Nonequilibrium Filtration Processes
Mathematical Models of Nonequilibrium Filtration Processes
Monte-Carlo methods and their applications
Monte-Carlo methods and their applications
Monte-Carlo methods and their applications
-
Inverse Modelling and Data Assimilation Methods
Inverse Modelling and Data Assimilation Methods
Stochastic approximation and control
Monte-Carlo methods and their applications
Методика
Multidimensional statistical analysis
An Elementary Introduction to Mathematical Finance
Mathematical statistics for applications
Numerical Methods for Curvilinear Grid
Mathematical statistics for applications
Monte-Carlo methods and their applications
Monte-Carlo methods and their applications
Mathematical statistics for applications
Applied Statistics
Monte-Carlo methods and their applications
Monte-Carlo methods and their applications
Multidimensional statistical analysis
Financial Mathematics
Numerical Solution of the Rheology
Numerical Solution of the Rheology
Mathematical statistics for applications
Additional chapters of Mathematical statistics
Financial Mathematics
Financial Mathematics
Professional Mathematiсs
Monte-Carlo methods and their applications
Monte-Carlo methods and their applications
Monte-Carlo methods and their applications
Monte-Carlo methods and their applications
Monte-Carlo methods and their applications
Monte-Carlo methods and their applications
Monte-Carlo methods and their applications
Monte-Carlo methods and their applications
Monte-Carlo methods and their applications
Monte-Carlo methods and their applications
Numerical Methods for Curvilinear Grid
Numerical Methods for Curvilinear Grid
Numerical Methods for Curvilinear Grid
Numerical Methods for Curvilinear Grid
Numerical Methods for Curvilinear Grid
Numerical Methods for Curvilinear Grid
Numerical Methods for Curvilinear Grid
Stochastic approximation and control
Numerical Solution of the Rheology
Monte-Carlo methods and their applications
Monte-Carlo methods and their applications
Financial Mathematics
Financial Mathematics
Financial Mathematics
Financial Mathematics
Financial Mathematics
Financial Mathematics
Numerical Methods for Curvilinear Grid
Monte-Carlo methods and their applications
Optimization Methods and Models
Financial Mathematics
Stochastic Calculus and Applications
Stochastic Calculus and Applications
Monte-Carlo methods and their applications
Monte-Carlo methods and their applications
Monte-Carlo methods and their applications
Monte-Carlo methods and their applications
Stochastic Calculus and Applications
Stochastic Calculus and Applications
Stochastic Calculus and Applications
Stochastic approximation and control
Modern methods of mathematical modeling
Spectral Methods in Theoretical Physics
Stochastic Calculus and Applications
Monte-Carlo methods and their applications
Monte-Carlo methods and their applications
Stochastic Calculus and Applications
Monte-Carlo methods and their applications
Numerical Methods for Curvilinear Grid
Monte-Carlo methods and their applications
Modern methods of mathematical modeling
Economic-mathematical models
Modern methods of mathematical modeling
Mathematical statistics for applications
Economic-mathematical models
Stochastic approximation and control
An Elementary Introduction to Mathematical Finance
Computational methods in Finance
Mathematical Models of Nonequilibrium Filtration Processes
Numerical Methods-2
Modern methods of mathematical modeling
Computational methods in Finance
An Elementary Introduction to Mathematical Finance
Mathematical modeling in economics
Mathematical modeling in economics
Mathematical statistics for applications
Stochastic approximation and control
Stochastic approximation and control
Economic-mathematical models
Monte-Carlo methods and their applications
Financial Mathematics
Modern methods of mathematical modeling
Numerical Solution of the Rheology
Introduction to the specialty
Modern methods of mathematical modeling
Methods in inverse-problem and optimization
Mathematical statistics for applications
Numerical Solution of the Rheology
Methods in inverse-problem and optimization
Monte Carlo methods
Stochastic differential equations and their applications
Monte-Carlo methods and their applications
Financial Mathematics
Monte-Carlo methods and their applications
Financial Mathematics
Economic-mathematical models
Introduction to the specialty
Multidimensional statistical analysis
Monte-Carlo methods and their applications
Additional chapters of Mathematical statistics
Applied Statistics
Monte-Carlo methods and their applications
Monte-Carlo methods and their applications
Monte-Carlo methods and their applications

1

Шакенов Канат Кожахметович 2011 - г. 9 - стр. 1

2

Шакенов Канат Кожахметович 2012 - г. 16 - стр. 301

3

Шакенов Канат Кожахметович 2012 - г. 11 - стр. 3

4

Шакенов Канат Кожахметович 2012 - г. 6 - стр. 2

5

Шакенов Канат Кожахметович 2014 - г. 7 - стр. 0

6

Шакенов Канат Кожахметович 2014 - г. 20 - стр. 0

7

Шакенов Канат Кожахметович 2015 - г. 577 - стр. 0

8

Шакенов Канат КожахметовичСеровайский С.Я. 2016 - г. 258 - стр. 0

9

Шакенов Канат Кожахметович 2016 - г. 8 - стр. 0

10

Шакенов Канат Кожахметович 2016 - г. 14 - стр. 0

11

Шакенов Канат Кожахметович 2016 - г. 12 - стр. 0

12

Шакенов Канат КожахметовичБайтелиева А.А. 2020 - г. 7 - стр. 0

13

Шакенов Канат КожахметовичБайтелиева А.А. 2019 - г. 8 - стр. 0

14

Шакенов Канат Кожахметович 2020 - г. 7 - стр. 0

15

Шакенов Канат Кожахметович 2019 - г. 8 - стр. 0

1

Шакенов Канат Кожахметович 2011 - г. 2 - стр. Екатеринбург: УрО РАН

2

Шакенов Канат Кожахметович 2011 - г. 2 - стр. Новосибирск

3

Шакенов Канат Кожахметович 2011 - г. 11 - стр. Новосибирск

4

Шакенов Канат Кожахметович 2011 - г. 1 - стр. Baku, Azerbaijan

5

Шакенов Канат Кожахметович 2011 - г. 1 - стр. ". Imperial College London

6

Шакенов Канат Кожахметович 2011 - г. 1 - стр. Шанхай

7

Шакенов Канат Кожахметович 2011 - г. 1 - стр. Алматы

8

Шакенов Канат Кожахметович 2011 - г. 1 - стр. Ташкент

9

Шакенов Канат Кожахметович 2011 - г. 1 - стр. Алматы

10

Шакенов Канат Кожахметович 2011 - г. 1 - стр. Бишкек

11

Шакенов Канат Кожахметович 2011 - г. 1 - стр. Калькутта

12

Шакенов Канат Кожахметович 2012 - г. 1 - стр. Гаэта

13

Шакенов Канат Кожахметович 2012 - г. 1 - стр. Хельсинки

14

Шакенов Канат Кожахметович 2015 - г. 178 - стр. Макао

15

Шакенов Канат Кожахметович 2015 - г. 81 - стр. Анкара

16

Шакенов Канат Кожахметович 2015 - г. 2 - стр. Казань

17

Шакенов Канат Кожахметович 2015 - г. 1 - стр. Петровак

18

Шакенов Канат Кожахметович 2015 - г. 2 - стр. Алматы

19

Шакенов Канат Кожахметович Связь одной задачи финансовой математики с задачей Стефана 2019 - г. 2 - стр. Институт математики и математического моделирования. Алматы
Author Documents

7

Citations

11 по 6
documents

h-index

3

2016

Advances in Intelligent Systems and Computing
441, с. 169-182

1

Цитирований
2016

Applied and Numerical Harmonic Analysis
0, с. 237-258

0

Цитирований
2012

Progress in Mathematics
301, с. 285-300

0

Цитирований
2012

Evolution Equations of Hyperbolic and Schrödinger Type: Asymptotics, Estimates and Nonlinearities
0, с. 285-300

0

Цитирований
2008

AIP Conference Proceedings
1076, с. 213-218

3

Цитирований
2006

Notes on Numerical Fluid Mechanics and Multidisciplinary Design
93, с. 205-210

4

Цитирований