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| Open Access | DISCRETE VARIANT OF THE INITIAL INTEGRATION METHOD AND ITS APPLICATION TO THE SOLUTION OF BIHARMONIC EQUATIONS
Ziyakulova Shakhnoza Abdirasulovna , Termez State University, 190111,43 Barkamol Avlod Street, Termiz, Uzbekistan,Abstract
Let’s consider the boundary value problem for the following double harmonic equation:
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Normurodov Ch.B., Ziyakulova Sh.A., Murodov S.K. On one highly accurate and efficient method for solving the biharmonic equation // International Journal of Applied Mathematics. Volume 38 No. 4 2025, 437–453, ISSN: 1311-1728 (printed version); ISSN: 1314-8060 (on-line version) doi:http://dx.doi.org/10.12732/ijam.v38i4.1.
Ch.B.Normurodov, Sh.A.Ziyakulova, Numerical modeling of elliptic type equations by a discrete variant of the pre-integration method, Problems of Computational and Applied Mathematics, Tashkent, 61, No 5 (2024), 59-68.
Normurodov Ch.B, Ziyakulova Sh.A. Численное моделирование изгиба тонкой пластины с применением дискретного варианта метода предварительного интегрирования // Проблемы вычислительной и прикладной математики, Ташкент, 2025. - №4(68). – С.26- 37. (01.00.00 №9)
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