This paper presents extensions of some nonexistence results for elliptic systems with
dynamical boundary conditions involving the time-derivatives of integer orders to the case of …

Numerical solutions of the heat equation on the semi-infinite interval in one dimension and
on a strip in two dimensions with nonlinear boundary conditions are investigated. At the …

This paper reports a new Legendre Gauss-Lobatto collocation (SL-GL-C) method to solve
numerically two inverse problems of parabolic partial differential types equations subject to …

In this paper we present existence of blow-up solutions for elliptic equations with semilinear
boundary conditions that can be posed on all domain boundary as well as only on a part of …

The numerical solution of the heat equation in unbounded domains (for a 1D problem‐semi‐
infinite line and for a 2D one semi‐infinite strip) is considered. The artificial boundaries are …

A technique combined the Rothe method with two-grid (coarse and fine) algorithm of Xu [18]
for computation of numerical solutions of nonlinear parabolic problems with various …

This paper reports a new Legendre–Gauss–Lobatto collocation (SL-GL-C) method to solve
numerically two partial parabolic inverse problems subject to initial-boundary conditions …

A DIFFERENTIAL-INTEGRAL TRANSFORM METHOD FOR SOLVING THE 1-D HEAT
DIFFUSION EQUATION Page 1 Liu, C., et al.: A Differential-Integral Transform Method for …

In this article, a numerical method for solving parabolic inverse problem with an unknown
time-dependent source parameter is considered. This method is based upon Chebyshev …

Обобщены некоторые результаты о несуществовании для эллиптических систем с
динамическими краевыми условиями, включающими производные по времени целого …