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3“...Development of efficient finite difference schemes and iterative methods for solving anisotropic...”
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4“...For the first time the contact problem of elasticity theory for the rigid (not deformable) disk...”
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5by Uladzimir V. Korolevich“...The solution of the nonaxisymmetric stationary problem of the heat conductivity for profiled polar...”
Published 2020-03-01
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6by Andrei P. ShilinSubjects: “...riemann boundary value problem...”
Published 2019-07-01
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7“...With the help of linear Volterra integral equation of the second kind the problem...”
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8“... thermoelasticity problem is reduced to solving the differential equation of the second kind with variable...”
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9by Andrei P. ShilinSubjects: “...riemann boundary problem...”
Published 2021-08-01
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10by Andrei P. ShilinSubjects: “...riemann boundary problem...”
Published 2019-11-01
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12by Fiodar E. LomautsauSubjects: “...correcting goursat problem...”
Published 2018-02-01
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13by Viktor K. PolevikovSubjects: “... equation, scheme of high accuracy, parameters of regularization, monotonicity, test problem...”
Published 2019-11-01
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14by Alexey Yu. KharinSubjects: “...mathematical expectation of the random number of observations...”
Published 2021-08-01
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15“...The model of transport for high energetic ions in solids based on numerical solving of the boundary...”
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16“...Two computational schemes for solving boundary value problems for a singular integro-differential...”
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17by Galina A. Rasolko“...In the paper, computational schemes for solving the Cauchy problem for the singular integro...”
Published 2019-04-01
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18by Yuriy S. Kharin, Valery A. Valoshka, Oksana V. Dernakova, Vladimir I. Malugin, Alexey Yu. Kharin“.... To solve this problem, five methods are proposed: forecasting method based on «moving trends»; local-median...”
Published 2020-12-01
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19by Viachaslau A. Tamila, Yauheniya V. Kochyk, Ivan A. Tarasyuk, Alexander S. Kravchuk“... problem of flat polymeric spring of variable curvature radius and stiffness was solved analytically...”
Published 2017-12-01
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20“... necessary and sufficient condition for the countable compactness of the space Y. Thus the problem...”
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