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On the construction of an approximate solution for a hypersingular integral equation of the second kind

On the construction of an approximate solution for a hypersingular integral equation of the second

Special version of the collocation method for integral equations of the second kind with singularities in the kernel

Gabbasov N., Galimova Z.

© 2015, Pleiades Publishing, Ltd. We study a linear integral equation of the second kind with fixed

Boundary value problem for a B-hyperbolic equation with an integral condition of the second kind

with an integral condition of the second kind for a hyperbolic partial differential equation of the second order

Initial Value Problem for B-Hyperbolic Equation with Integral Condition of the Second Kind

the initial boundaryvalue problem with integral nonlocal condition of the second kind in a rectangular domain

Constraint stabilization of two-wheeled sleigh

. This problem is solved with the help of the Chaplygin's approach, in which Lagrange equations of the second

Boundary value problem for a B-hyperbolic equation with an integral condition of the second kind

with an integral condition of the second kind for a hyperbolic partial differential equation of the second order

Special version of the collocation method for integral equations of the second kind with singularities in the kernel

Gabbasov N., Galimova Z.

© 2015, Pleiades Publishing, Ltd. We study a linear integral equation of the second kind with fixed

Integro-differential equation for the non-equilibrium thermal response of glass-forming materials: Analytical solutions

Minakov A.A., Schick C.

An integro-differential equation describes the non-equilibrium thermal response of glass

On an approximate solution to an ill-posed mixed boundary value problem for the Laplace equation in a cylindrical domain with homogeneous conditions of the second kind on the lateral surface of the cylinder; [О приближенном решении некорректно поставленной смешанной краевой задачи для уравнения Лапласа в цилиндрической области с однородными условиями второго рода на боковой поверхности цилиндра]

Laneev E.B., Klimishin A.V.

equation of the first kind. Based on the solution of the integral equation obtained in the form of a

Initial-Boundary Value Problem for Hyperbolic Equation with Singular Coefficient and Integral Condition of Second Kind

Sabitov K., Zaitseva N.

condition of the second kind in a rectangular domain for a hyperbolic equation with singular coefficient

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