Bulletin of Abai KazNPU. Series of Physical and Mathematical sciences | Bulletin of Abai KazNPU. Series of Physical and Mathematical sciences

P. Abdimanapova, S. Temesheva, A. Zhumagazykyzy

ON THE APPLICATION OF A FAMILY OF BOUNDARY VALUE PROBLEMS FOR SYSTEMS OF INTEGRO-DIFFERENTIAL EQUATIONS

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[2022] 7-13

V. Mityushev, T. Gric, Zh. Zhunussova, K. Dosmagulova

ON AN ASYMPTOTICAL FORMULA FOR COMPLEX-VALUED PERMITTIVITY OF RANDOM COMPOSITES

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[2023] 18-27

S.M. Temesheva, M. Mukash

ABOUT THE PROBLEM WITH A NON-FIXED MOMENT OF IMPULSE ACTION

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[2023] 25-33

N. B. Iskakova, Ж. Кубанычбеккызы

ON THE ALGORITHM FOR SOLVING OF A LINEAR BOUNDARY VALUE PROBLEM FOR ORDINARY DIFFERENTIAL EQUATION WITH PARAMETER

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[2020] 71-76

J.A. Askerbekova

NUMERICAL ALGORITHM FOR SOLVING THE CONTINUATION PROBLEM FOR THE ACOUSTIC EQUATION

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[2020] 7-13

N.B. Iskakova, G.S. Alihanova, А.Қ. Duisen

ON A METHOD FOR SOLVING A LINEAR BOUNDARY VALUE PROBLEM FOR A SYSTEM OF INTEGRO-DIFFERENTIAL EQUATIONS CONTAINING THE PARAMETER

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[2021] 23-31

B. Sharip , А.Т. Yessimova

ESTIMATION OF A BOUNDARY VALUE PROBLEM SOLUTION WITH INITIAL JUMP FOR LINEAR DIFFERENTIAL EQUATION

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[2021] 168-173

A. Рыскан, T. Ergashev

CONSTRUCTION OF A SOLUTION TO A BOUNDARY VALUE PROBLEM WITH N-D CONDITIONS FOR THE FOUR-DIMENSIONAL GELLERSTEDT EQUATION

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[2023] 16-24

B.A. Shaldykova, D.M. Akhmanova, N.K. Shamatayeva, M.D. Amangeldiev

BOUNDARY VALUE PROBLEM FOR A LOADED HEAT CONDUCTIVITY OPERATOR

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[2022] 53-62

N.B. Iskakova , А.S. Rysbek , N.S. Serik

APPROXIMATE SOLUTIONS OF SOME NONLINEAR PROBLEMS FOR THE MONGE-AMPERE EQUATIO

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[2021] 97-105

N. Ainakeyeva

CAUCHY PROBLEM OF THE DYNAMICS OF THERMOELASTIC ROD AND ITS SOLUTION BY GENERAL FUNCTION METHOD

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[2025] 7-17

A.E. Alpysbayeva , M.B. Murzambetova , A. Ryskan

MIXED-TYPE DIFFERENTIAL EQUATION WITH FRACTIONAL DERIVATIVE IN THE CAPUTO SENSE

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[2025] 20-27

S.M. Temesheva, P.B. Abdimanapova, D.I Borisov

ON A METHOD FOR SOLVING A FAMILY OF NONLINEAR BOUNDARY VALUE PROBLEMS FOR ORDINARY DIFFERENTIAL EQUATIONS

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[2021] 70-75

L.M. Tukenova

MATHEMATICAL MODELING OF THE BOUNDARY CONDITIONS OF THE OCEANALOGY WITH THE HELP PHOTO AREA METHOD

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[2020] 73-77

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