Department of Applied Mathematics and Informatics

Department of Applied Mathematics and Informatics was founded in 2007 within the Faculty of Sciences in the Kyrgyz-Turkish Manas University. Department of Applied Mathematics and Informatics has accepted students to the undergraduate program with the examinations made by the Measuring, Selection and Placement Center of our university and National Testing of Kyrgyzstan Government (ORT) since 2007.

The undergraduate program based on the Bologna system is 4 years except language preparatory class. Beside undergraduate program, graduate programs (M.Sc. & Ph.D.) are also active in our department. The education and training is free in our department and our department provides scholarships to successful and needy students. Currently, The Department of Applied Mathematics and Informatics has 10 faculty members including 3 Professor, 3 Associate Professor, 1 Assistant Professor, 1 Research Assistant and 2 Lecturer. Our faculty members have many publications screening by the Web of Science and other databases.  In addition, every year, well-known scientists in other countries (from specially the Republic of Turkey) serve in our department for up to five years. In this way, our students have the opportunity to take lessons from many academicians.

Graduates from our department receive an academic degree in the area of Applied Mathematics and Informatics.

Goals of the Department

The main goal of the Department of Applied Mathematics and Informatics is to train well-educated, highly-qualified individuals that have the skills to use software on computer devices and automated systems and for the processing of financial information. For this goal, we aim to provide our students the following skills:

  • Research on simulation models on the modeling of information with applied problems using mathematical methods.
  • Research of management methods of computer network security and administration tools, automated systems and information processing tools.
  • Usability of numerical methods in solving mathematical problems arising from production and technological activities.
  • Learn programming languages.
  • Research on digital image processing, tools of computer graphics, multimedia and automated designing.
  • Mathematical methods of information systems for forecasting and system analysis.
  • Development and realization of information systems related with the processes of the quality control of industrial activity.

Education

The department of Applied Mathematics and Informatics located in the Building of the Faculty of Engineering and Science and has educational laboratories for students, educational classrooms, office and social interaction areas for faculty and students. The Department is well equipped with facilities and allowing efficient and successful execution of research and educational programs.

Research

The infrastructure of the department allows efficient and successful execution of research. Scientific research in the department is conducted in the following fields: asymptotic methods of mathematical physics, approximation theory, extreme polynomials, numerical methods, differential equations, social engineering, artificial intelligence, information and communication technologies, large database design, financial and computer mathematics, computer speech synthesis and Applied Informatics.

Asan Omuraliev, DSc
Head of the Department

 

From the Head of the Department

The most in-demand professions in practically all fields are related to Applied Mathematics and Informatics. 

Knowledge and skills gained from an education in our department can be applied in many different fields, from research centers to ministries and government organs, or from industry to finance. This degree gives students the opportunity to work as a systems administrators, database operators, analysts, programmers, systems engineers, as well as to develop computer programs and professionally maintain computer networks. In addition, students who have mastered this specialty can work as mathematicians or analysts.   

The education program includes a set of mathematical disciplines, such as algebra, geometry, logic, and discrete mathematics, as well as disciplines related to modern computer technology and programming. Numerical methods, optimization methods, features of working with databases, programming languages, system and applied software and the architecture of computer systems and networks are compulsory courses.

After completing education in this specialty, students will acquire a whole range of unique and useful skills. They will learn to use mathematical methods to model information and simulation models in one of the most diverse research and production fields, and to mathematically create and improve the newest elements of computer technology.

An education from the Department of Applied Mathematics and Informatics provides an opportunity to master language and programming methods, and to apply them in original programs in various fields from physics and chemistry to economics and ecology. This specialty will help to develop software, maintain computer networks and authorized systems of computing services, work with various databases and operating systems.

1 Semester
Code Name Credits ECTS Course Type* Syllabus
UME-129 GEOMETRY AND LINEAR ALGEBRA I 2 ( 1 - 2 ) 4 MC Download
BES-105 PHYSICAL EDUCATION III 0 ( 0 - 2 ) 0 MC Download
ING-111 ENGLISH I 1 ( 0 - 2 ) 2 MC Download
KGZ-103 KYRGYZ LANGUAGE AND LITERATURE I 1 ( 0 - 2 ) 2 MC Download
RSC-103 RUSSIAN LANGUAGE I 1 ( 0 - 2 ) 2 MC Download
UME-131 PROGRAMMING 3 ( 2 - 2 ) 4 MC Download
UME-133 INFORMATICS I 3 ( 2 - 2 ) 4 MC Download
UME-135 DISCRETE MATHEMATICS 3 ( 2 - 2 ) 4 MC Download
UME-137 COMPUTER GRAPHICS 3 ( 2 - 2 ) 5 MC Download
UME-137 COMPUTER GRAPHICS 3 ( 2 - 2 ) 3 EC Download
UME-139 MATHEMATICAL ANALYSIS I 3 ( 2 - 2 ) 5 MC Download
2 Semester
Code Name Credits ECTS Course Type* Syllabus
UME-129 GEOMETRY AND LINEAR ALGEBRA I 2 ( 1 - 2 ) 4 MC Download
BES-105 PHYSICAL EDUCATION III 0 ( 0 - 2 ) 0 MC Download
ING-111 ENGLISH I 1 ( 0 - 2 ) 2 MC Download
KGZ-103 KYRGYZ LANGUAGE AND LITERATURE I 1 ( 0 - 2 ) 2 MC Download
RSC-103 RUSSIAN LANGUAGE I 1 ( 0 - 2 ) 2 MC Download
UME-131 PROGRAMMING 3 ( 2 - 2 ) 4 MC Download
UME-133 INFORMATICS I 3 ( 2 - 2 ) 4 MC Download
UME-135 DISCRETE MATHEMATICS 3 ( 2 - 2 ) 4 MC Download
UME-137 COMPUTER GRAPHICS 3 ( 2 - 2 ) 5 MC Download
UME-137 COMPUTER GRAPHICS 3 ( 2 - 2 ) 3 EC Download
UME-139 MATHEMATICAL ANALYSIS I 3 ( 2 - 2 ) 5 MC Download
3 Semester
Code Name Credits ECTS Course Type* Syllabus
UME-235 GEOMETRY AND LINEAR ALGEBRA III 3 ( 2 - 2 ) 4 MC Download
FLS-200 PHİLOSOPHY 0 ( 2 - 0 ) 2 MC Download
ISL-215 MANAGEMENT AND ORGANIZATION 2 ( 2 - 0 ) 2 MC Download
KGZ-203 KYRGYZ LANGUAGE AND LITERATURE III 1 ( 0 - 2 ) 2 MC Download
RSC-203 RUSSIAN LANGUAGE III 1 ( 0 - 2 ) 2 MC Download
TAR-251 HISTORY OF KYRGYZSTAN 0 ( 2 - 0 ) 2 MC Download
TUR-200 MANAS STUDIES 0 ( 2 - 0 ) 2 MC Download
UME-231 MATHEMATICAL ANALYSIS III 3 ( 2 - 2 ) 4 MC Download
UME-233 DIFFERENTIAL EQUATIONS I 3 ( 2 - 2 ) 4 MC Download
UME-239 FINANCIAL MATHEMATICS 3 ( 2 - 2 ) 4 MC Download
UME-241 TECHNICAL ENGLISH I 1 ( 0 - 2 ) 2 MC Download
4 Semester
Code Name Credits ECTS Course Type* Syllabus
TAR-252 HISTORY OF REPUBLIC OF TURKEY 0 ( 2 - 0 ) 2 MC Download
MAT-234 DIFFERENTIAL EQUATIONS II 3 ( 2 - 2 ) 6 MC Download
UME-232 OPERATING SYSTEMS 3 ( 2 - 2 ) 4 MC Download
UME-234 PROBABILITY THEORY AND MATHEMATICAL STATISTICS 4 ( 2 - 4 ) 6 MC Download
UME-236 FINANCIAL INFORMATION TECHNOLOGY 3 ( 2 - 2 ) 4 MC Download
UME-238 TECHNICAL ENGLISH II 2 ( 2 - 0 ) 2 MC Download
STJ-202 PRACTICAL TRAINING I 0 ( 0 - 0 ) 2 MC Download
EDF-202 WORLD AND TURKIC CIVILIZATIONS 0 ( 2 - 0 ) 2 MC Download
TUR-226 MANAS STUDIES 0 ( 2 - 0 ) 2 MC Download
5 Semester
Code Name Credits ECTS Course Type* Syllabus
UME-335 NUMERICAL ANALYSIS I 3 ( 2 - 2 ) 4 MC Download
MAT-331 PARTIAL DERIVATIVE DIFFERENTIAL EQUATIONS I 3 ( 2 - 2 ) 4 MC Download
UME-333 PROGRAMMING LANGUAGES AND TECHNIQUES I 3 ( 2 - 2 ) 4 MC Download
UME-337 THEORY OF FUNCTIONS OF COMPLEX VARIABLES 2 ( 2 - 0 ) 3 MC Download
UME-339 FUNCTIONAL ANALYSIS 3 ( 2 - 2 ) 5 MC Download
UME-341 DEVELOPING OF CLIENT- SERVER APPLICATIONS 3 ( 3 - 0 ) 5 EC Download
UME-343 PROCESSING TECHNOLOGY OF WEB APPLICATIONS 3 ( 3 - 0 ) 5 EC Download
UME-345 METHODS OF APPLIED STATISTICS AND DATA ANALYSIS 3 ( 3 - 0 ) 5 EC Download
UME-347 COMPUTATIONAL MOLECULAR BIOLOGY 3 ( 3 - 0 ) 5 EC Download
6 Semester
Code Name Credits ECTS Course Type* Syllabus
MAT-332 PARTIAL DERIVATIVE DIFFERENTIAL EQUATIONS II 3 ( 2 - 2 ) 4 MC Download
UME-334 SOFTWARE OF SYSTEM AND APPLICATION 3 ( 2 - 2 ) 5 MC Download
UME-336 NUMERICAL ANALYSIS II 3 ( 2 - 2 ) 4 MC Download
UME-338 PROGRAMMING LANGUAGES AND TECHNIQUES II 3 ( 2 - 2 ) 4 MC Download
UME-340 DATA BASE AND MANAGEMENT 3 ( 2 - 2 ) 5 MC Download
BIO-310 OCCUPATION HEALTH AND SAFETY 3 ( 2 - 2 ) 4 MC Download
STJ-302 PRACTICAL TRAINING II 0 ( 0 - 0 ) 4 MC Download
7 Semester
Code Name Credits ECTS Course Type* Syllabus
MAT-401 APPLICATION OF RESEARCH METHODS 2 ( 0 - 4 ) 5 MC Download
UME-403 OPTIMIZATION METHODS 3 ( 2 - 2 ) 5 MC Download
UME-405 LANGUAGES AND METHODS FOR DATA EXCHANGE 3 ( 2 - 2 ) 5 MC Download
MAT-407 MATHEMATICAL MODELLING 3 ( 3 - 0 ) 5 MC Download
UME-407 SIMULATION MODELLING 3 ( 3 - 0 ) 6 EC Download
UME-409 JAVA AND ITS APPLICATIONS 3 ( 3 - 0 ) 6 EC Download
UME-411 NUMERICAL SOLUTIONS OF ORDINARY DIFFERENTIAL EQUATIONS 3 ( 3 - 0 ) 6 EC Download
UME-419 NEURAL NETWORKS 3 ( 3 - 0 ) 6 EC Download
UME-421 INTRODUCTION TO INTERNET ALGORITHMS 3 ( 3 - 0 ) 6 EC Download
UME-413 MATHEMATICAL METHODS IN ECONOMY 3 ( 3 - 0 ) 6 EC Download
UME-415 DIGITAL PROCESSING OF GRAPHICS 3 ( 3 - 0 ) 6 EC Download
UME-417 ARTIFICIAL INTELLIGENCE AND EXPERT SYSTEMS 3 ( 3 - 0 ) 6 EC Download
UME-423 THEORY OF APPLIED GRAPH 3 ( 3 - 0 ) 6 EC Download
8 Semester
Code Name Credits ECTS Course Type* Syllabus
UME-402 INTRODUCTION TO COMPUTER ANIMATION 3 ( 2 - 2 ) 5 MC Download
UME-406 DESIGN AND ANALYSIS OF ALGORITHMS 3 ( 2 - 2 ) 4 MC Download
UME-404 ADMINISTRATIVE INFORMATION SYSTEMS 3 ( 2 - 2 ) 4 MC Download
BTZ-452 UNDERGRADUATE THESIS 3 ( 1 - 4 ) 5 MC Download
DES-402 STATE EXAMINATION ON HISTORY OF KYRGYZSTAN 0 ( 0 - 0 ) 1 MC Download
DES-400 FINAL STATE EXAMINATION 0 ( 0 - 0 ) 2 MC Download
DES-404 PROTECTING FINAL QUALIFYING WORK 0 ( 0 - 0 ) 1 MC Download
UME-408 ORGANIZATION AND INFORMATION SECURITY TECHNOLOGY 3 ( 3 - 0 ) 4 EC Download
UME-410 SOFTWARE ENGINEERING 3 ( 3 - 0 ) 4 EC Download
UME-412 PARALLEL COMPUTING 3 ( 3 - 0 ) 4 EC Download
UME-414 DECISION THEORY 3 ( 3 - 0 ) 4 EC Download
UME-416 NUMERICAL SOLUTIONS OF PARTIAL DERIVATIVE DIFFERENTIAL EQUATIONS 3 ( 3 - 0 ) 4 EC Download
* MC - Must Course, EC - Elective Course

The infrastructure of the department allows efficient and successful execution of research. Scientific research in the department is conducted in the following fields: asymptotic methods of mathematical physics, approximation theory, extreme polynomials, numerical methods, differential equations, social engineering, artificial intelligence, information and communication technologies, large database design, financial and computer mathematics, soft computing, computer speech synthesis and Applied Informatics.

Research work in the department is conducted in the following fields by leading faculty members:

  • Asymptotic and numerical methods for solving singularly perturbed differential equations of parabolic type. Members of research group studying on this subject are: Prof. Dr. A. Omuraliev, Assist. Prof. M. Imash Kyzy, Ph.D. students E. Abylaeva, G. Sulaymanova and P. Esengul kyzy, M.Sc. students N. Saypidinova, and K. Kenjebek kyzy.
  • Approximate and asymptotic properties of extremal polynomials. Members of research group working on this subject are: Prof. F. G. Abdullaev, Assist. Prof .Dr. M. Imash Kyzy, M.Sc. student N. Saypidinova.
  • Qualitative research on difference equations. Members of research group working on this subject are: Prof. Dr. F. G. Abdullaev student B. Oğul and undergraduate students B. Ashymov, Ch. Duyshebaeva.
  • Soft set, soft computing, soft topology, knot theory, disoriented knot theory and applications. Assist. Prof. İ. Altıntaş, Ph.D.

 

Projects:

Projects of Department of Applied Mathematics and Informatics in 2016

Projects of Department of Applied Mathematics and Informatics in 2017

Projects of Department of Applied Mathematics and Informatics in 2018

Projects of Department of Applied Mathematics and Informatics in 2019

Thesis:

Thesis of Graduate students of Department of Applied Mathematics and Informatics in 2012

Thesis of Graduate students of Department of Applied Mathematics and Informatics in 2013

Thesis of Graduate students of Department of Applied Mathematics and Informatics in 2014

Thesis of Graduate students of Department of Applied Mathematics and Informatics in 2015

Thesis of Graduate students of Department of Applied Mathematics and Informatics in 2016

Thesis of Graduate students of Department of Applied Mathematics and Informatics in 2017

Публикации

2018

  1. A. S. Omuraliev, S. Kulmanbetova., Singularly perturbed system of parabolic equations in the critical case, Journal of Mathematical Sciences, Vol. 230, No. 5, May, 2018, pp.728-731.

  2. G.Muhametjanova and R.Ismailova. Students’ Level of Readiness to Use Social Media as Educational Tool in Kyrgyz Republic. Journal of Educational Multimedia and Hypermedia (In press).

2017

  1. Омуралиев А.С. Cингулярно возмущенная система параболических уравнений в критическом случае//Итоги науки и техники. Современная математика и ее приложения. Тематические обзоры. Том 132 (2017). С. 78–80.

  2. Abdullayev F. G., T.Tunç, Uniform and pointwise polynomial inequalities in regions with asymptotically conformal curve on weighted Bergman space,  Lobachevcki Journal of Mathematics, Vol.38,  No:2, 2017. (accepted)

  3. Омуралиев А.С., Кулманбетова C., Cингулярно возмущенная система параболических уравнений в критическом случае, Итоги науки и техники. Современная математика и ее приложения. Тематические обзоры. Том 132 (2017). С. 78–80.

  4. Asan Omuraliev , Ella Abylaeva, Asymptotics of the Solution of Parabolic Problems with Multipoint Stationary Phase, AIP (American Institute of Physics) Conference Proceedings 1880, 040007-1 –040007-6 (2017).

  5. Омуралиев А., Асимптотика решения сингулярно возмущенных параболических задач. LAMBERT, Academic Publshing, 2017, 298 c.

  6. Омуралиев А.C., Мээрим Имаш кызы., "Сингулярно возмущенная параболическая задача с многомерными пограничными слоями", Дифференциальные уравнения. 2017. Т. 53, № 12. С. 1664-1678.

  7. A. S. Omuraliev, M. Imash kyzy , Singularly Perturbed Parabolic Problems with Multidimensional Boundary Layers, Differential Equations, 2017, Vol. 53, No. 12, pp. 1–15.

  8. Омуралиев А.С., Имаш кызы Мээрим, Сингулярно возмущенная параболическая задача с многомерными пограничными слоями, Наука. Новые технологии и инновации Кыргызстана. 2017, № 4 ,c. 7-11.

  9. Омуралиев А.С.,Кулманбетова C., Об одном примере для сингулярно возмущенной параболической системы в критическом случае, Наука. Новые технологии и инновации Кыргызстана. 2017, № 9.

  10. Asan Omuraliev, Peyil Esengul kyzy, Asymptotic Solution of Ordinary Differential Equations with a Regular Singularity of the Limit Equation. The III Intentational ConJerence "Actual Problems oJ Theory ControL, Topology and Operator Equations", Bishkek - Cltolpon-Ata, Kуrgyzstan, June 19-22, 2017.

  11. Asan Omuraliev, Peyil Esengul kyzy, Asymptotics of the Solution of a Problem of Optimal Control With a Power Boundary Layer. The VI Congress of the Turkic World Mathematical Society. Astana, 2017.

  12. Rita Ismailova and Gulshat Muhametjanova, Determinants of Intention to Use Government web sites in Kyrgyz Republic. ICEBEG 2017 : International Conference on eBusiness and eGovernment, Ankara, Turkey, 2017.

  13. Z. Jorobekova, G. Muhametjanova and R. Ismailova, Social Networks Usage among Youth in the Kyrgyz Republic. Proceedings of the 2nd CAREN Regional Networking Conference 2017, Bishkek 2017.

2016

  1. Омуралиев А.С.,Кулманбетова С. Сингулярно возмущенная система параболических уравнений в критическом случае. //Дифференциальные уравнения. Сто лет математической науке Урала. Пермь. 2016. Материалы симпозиума проводимого в рамках форума “Математика и глобальные вызовы XXI века”, 16-21-мая Пермь 2016 -С.73-75.

  2. Омуралиев А.С.,Кулманбетова С. Сингулярно возмущенная система параболических уравнений в критического случае.//Вестник Пермского университета. Математика. Механика. Информатика. 2016. Вып. 2 (33). С. 82-87.

  3. Омуралиев А.С.,Шейшенова Ш.К. Асимптотика решения двумерного параболического уравнения с аддитивной быстро осциллирующей правой частью. //Наука, новые технологии и инновации”, 2016, № 4, с.3-7

  4. Abdullayev F. G., Ozkartepe  N.P.,  Polynomial inequalities in Lavrentiev regions  with  interior and exterior zero angles in the weighted Lebesgue space, Publications de l'Institut Mathématique (Beograd),Vol.100 (114, No:2, 2016,  pp. 209-227.

  5. Abdullayev F. G., Ozkartepe  N.P.,  On the interference of the weight and contour for algebraic polynomials in the weighted Lebesgue spaces I ,  Ukr.Math.Zhurnal, Vol. 68,  No: 10, 2016 , pp. 1365-1379.

  6. Abdullayev F. G., Abdullayev  G.A.,  On the sharpness inequalities for orthonormal polynomials along a contour,  Complex Anal.  Oper. Theory,  January 2017,  pp.1-18, DOI: 10.1007/s11785-017-0640-1.  

  7. Abdullayev F. G., D.Şimşek,  On the recursive sequence xn+1 = …  Ukr. Mat. Visnik. Vol.13, No: 3, pp. 376-387, 2016.

  8. Шимшек Д., Эроз М. Solutions Of The Rational Difference Equations x(n+1)=x(n-3)/1+x(n)x(n-1)x(n-2).  Manas Journal of Engineering, 4(1), 12-20, 2016.

  9. Шимшек Д., Эроз М., Огул Б. x(n+1) = max (1/x(n-1),y(n)/x(n)), y(n+1) = max (1/y(n-1),x(n)/y(n)) Maksimumlu Fark Denklem Sisteminin Çözümleri,  Manas Journal of Engineering, 4(1), 38-51, 2016.

  10. Шимшек Д., Абдуллаев Ф. “On The Recursive Sequence x(n+1) = x(n-(4k+3) / 1+x(n-(k+1)t-k)”  Український Математичний Вісник, 13(3), 376-387, 2016.

  11. Шимшек Д., Эроз М. On Two Dimensional Dynamical Analysis of a Pre Stressed Anisotropict Plate Strip with Finite Length, Manas Journal Of Engineering, 4(2), 32-41, 2016.

  12. Шимшек Д., Эроз М., Огул Б.  x(n+1) = max (1/x(n),y(n)/z(n)), y(n+1) = max (1/y(n),z(n)/x(n)), z(n+1) = max (1/z(n),x(n)/y(n)) Maksimumlu Fark Denklem Sisteminin Çözümleri,  Manas Journal of Engineering, 4(2), 11-23, 2016.

  13. Омуралиев А.С., Имаш кызы М. Сингулярно-возмущенная параболическая задача с многомерными параболическими пограничными слоями. Материалы международной конференции: Современные проблемы мат. физики и вычислительной математики. Москва. 2016.

2015

  1. Omuraliev A. S. Variational formulation of a boundary-value problem corresponding to forced vibration of an imperfectly bonded bi-layered plate-strip resting on a rigid foundation. MANAS Journal of Engineering  MJEN Volume 3 (Issue 2) (2015) Pages 48-58 

  2. Омуралиев А.С., Абылаева Э.Д. Асимптотика решения сингулярно возмущенной двумерной параболической задачи. Тезисы докладов Междунар научной конференции “Актуальные проблемы математики и  информатики” посвящ.80-летию академика НАН РК Касымова К.А., Алматы 2015.

  3. Омуралиев А.С., Кожошова А.Ж. Асимптотика решения сингулярно возмущенного параболического уравнения с квадратичной нелинейностью. Вестник КТУ им.Раззакова 1(34) 2015.

  4. Шимшек Д., Доган A. İki Katlı İntegral Konusunda Lisans Öğrencilerinin Yanılgıları, Öğrenme Güçlükleri ve Çözüm Önerileri, İNES Journal, 2, 84-95, 2015.             

  5. Шимшек Д., Огул Б. Maksimumlu Fark Denklem Sisteminin Çözümleri.  Manas Journal of Engineering, 3(1), 35-57, 2015.

  6. Шимшек Д., Огул Б. System Solutions of Difference Equations x(n+1) = max (1/x(n-4), y(n-4)/x(n-4)), y(n+1) = max (1/y(n-4), x(n-4)/y(n-4)), Kyrgyz State Technicial University I. Razzakov Theoretical And Applied Scientific Technical Journal, No:1(34), 202-205, 2015.

  7. Хазар Э., Шимшек Д., Эроз М., Омуралиев А., Дашдемир А., Огул Б., Абылаева Э., Эсенгул кызы П. Variational formulation of a boundary-value problem corresponding to forced vibration of an imperfectly bonded bi-layered plate-strip resting on a rigid foundation.  Manas Journal of Engineering, 3(2), 48-58, 2015.

2014

  1. Омуралиев А.С.,Кулманбетова С. Асимптотика решения параболической задачи с двукратной точкой спектра. Исследов.по интегро-дифференц. уравнен.Выпуск 47, 2014

  2. Омуралиев А.С., Абылаева Э.Д. Асимптотика решения параболической задачи со стационарной фазой. Исследов.по интегро-дифференц. уравнен. Выпуск 47, 2014.

  3. Omuraliev A. S., Omuraliev A. A.  Optimal Control of Processes Described by the Integral Equation With Small Parameter The V Congress Of The Turkic World Mathematicians, Bulan-Sogottu, Kyrgyzstan, June 5-7, 2014.

  4. Өмүралиев А.С. Программалоого кириш Бишкек, Окуу куралы, 2014-188 б.

  5. Өмүралиев А.С., Алыбек кызы Э. Регуляризация сингулярно возмущенной задачи оптимального управления параболическим уравнением // Известия КГТУ им. И.Раззакова,2014, № 32, (часть 2). С.36-38.

  6. Omuraliev A. S., Esengul kyzy P. Regularization of A Singularly Perturbed Parabolic Equation With Power Boundary Layer//PROCEEDINGS  of V Congress of the TURKIC WORLD MATHEMATICIANS,pp-136-142.

  7. Шимшек Д., Доган A. "On A Class of Recursive Sequence", Манас Журнал Инженерия, 2(1): 16-22, 2014.

  8.  Шимшек Д., Доган A. "Solutions Of The System Of Maximum Difference Equations", Manas Journal of Engineering, 2(2): 9-22, 2014.

  9. Имаш кызы М. Application   package  MAPLE  for  studying  cosmological  models of  Friedman. The V Congress Of The Turkic World Mathematicians, Bulan-Sogottu, Kyrgyzstan, June 5-7, 2014, page 108.

2013

  1. Омуралиев А.А., Омуралиев А.С.  Асимптотика решения нелинейн. сингулярно возмущенного интегрального уравнения// Вестник Ошского гос. унивеситета,2013,№1.

  2. Омуралиев А.А., Омуралиев А.С. Асимптотика решен. одного сингулярно возмущеного интегрального уравнения типа Вольтерра// .”Актуальные проблемы теории управл., топологии и операторных уравнений”, материалы 2-ой международ. конферен. Бишкек, 2013

 

2012

  1. Омуралиев А.С., Кулманбетова С. Нулевые кратные элементы в сингулярно возмущенной параболической задачи// Известия Вузов. №1.2012

  2. Омуралиев А.С., Шейшенова Ш.К. Асимптотика решения параболического уравнения с аддитивной быстро осциллирующей правой частью// Известия Вузов. №2.2012

  3. Омуралиев А.С., Кулманбетова С. Асимптотика решения параболической задачи при отсутствии предельного оператора// Журнал вычислительной математики и математической физики, 2012,том 52, N 7

  4. Маймеков З.К., Имаш кызы М. Чөйрөдөгү  өндүрүштүк жана экологиялык    стандарттардын бирдик  өз ара катнаштарын баалоо. Наука и новые технологии.   № 4,  Бишкек, 2012.

  5. Muhametjanova, G., Cagiltay, K. Students’ and Instructors’ Perceptions on Use of Information and Communication Technologies during Instruction in a Kyrgyzstan University IEEE 12th International Conference on Advanced Learning Technologies (ICALT), Rome, Italy, July 4-6, 2012.

  6. Gulshat Muhametjanova, Kursat Cagiltay, Students Expectations on Use of Information and Communication Technologies during Instruction in a Kyrgyzstan University. The European Conference on Educational Research (ECER) Cadiz, Spain, September 17-18, 2012.

  7. Birgit Leyendecker, Alex Agache, Asli Aydin Ozdemir, Julia Jakel, Katharina Kohl, Gulshat  Muhametjanova, Olivia Spiegler and Jessica Willard, Feeling at home in two countries? Adaptation of immigrant children in Germany Third Norface Workshop in migration, Mannheim, Germany, March 29 March 31, 2012.

The curriculum for the B.Sc. program is prepared based on similar programs in European countries and in accordance with the State Education Standard for Higher Education of Republic of Turkey and the State Educational Standard of Higher Education of the Kyrgyz Republic.

The curriculum for the B.Sc. program was established in accordance with the European Credit Transfer System (ECTS).

Objectives of the Undergraduate Program

  • Providing knowledge and skills listed below to the students of the Department:
  • Research modeling and simulation models of information with applied problems using mathematical methods;
  • Research management methods of computer network security and administration tools, automated systems and information processing tools;
  • Use numerical methods for solving mathematical problems arising from production and technological activities;
  • Use programming languages;
  • Research digital image processing, computer graphics tools, multimedia and automated designing;
  • Develop technology by using mathematical methods, information systems and mathematical methods of forecasting and system analysis;
  • Research the development and realization of information systems related with the processes of the quality control of industrial activity.

Expected Outcomes of the Undergraduate Program

The undergraduate program in the field of applied mathematics and computer science is organized in accordance with the following types of professional activities:

Technological activities in design and production; 

  • Developing algorithms, computational models and data models for the implementation of functions and services of information systems;
  • Developing mathematical, informational and simulational models on the subject of experimental design and applied studies;
  • Developing project and program documentation.

Scientific research;

  • Applications of cutting-edge technologies and software packages for solving problems in the field of physics, chemistry, biology, economics, medicine and ecology;
  • Conducting experiments and processing data using modern information and computer technologies;
  • Deep studies on new scientific results, scientific literature and research projects in accordance with the profile of future professional activities.

Pedagogical activities;

  • Studies in high schools and universities in the area;
  • Advising the implementation of course and diploma work of students of higher and secondary educational institutions on topics related to the field of information technology;
  • Conducting seminars and practical trainings, as well as giving lectures on special subjects.

Internship/practice

Students are required to pass the training and professional inernships conducted in organizations, departments and laboratories of the university. This can be fulfilled through research work. 

Double Major

In 2015-216 years in the department of Applied Mathematics and Informatics was opened for student to receive additional specialization.

  1. This helps students to receive a new qualification and profession. Currently this type of additional professional education has international standards and it meets international requirements.
  2. These educational programs help students learn a new profession in a short time.