We consider fractional mathematical models of fluid-porous interfaces in channel geometry.
This provokes us to deal with numerical identification of the external boundary conditions for …

In applications, especially in engineering, often are encountered composite or layered
structures, where the properties of individual layers can vary considerably from the …

LNCS 8236 - Finite Difference Scheme for a Parabolic Transmission Problem in Disjoint Domains
Page 1 Finite Difference Scheme for a Parabolic Transmission Problem in Disjoint Domains …

Apstrakt. U primenama, posebno u poljima fizike i tehnike, qesto se sre u kompozitne ili
slojevite strukture, pri qemu se osobine pojedinih slojeva mogu znaqajno razlikovati od …

We consider a mathematical model of fluid-porous interfaces in a simple channel geometry.
In this paper we deal with numerical identification of the external boundary conditions for a …

In this paper we apply the two-grid method for solving semilinear elliptic problems on
general domains with different boundary conditions (Dirichlet, Neumann, Robin), imposed …

We present two-grid Newton's algorithms for solving gas dynamics coupled with non-linear
heat conduction problems. The algorithms involve solving one small, non-linear coarse …

In this paper, we consider a non-standard parabolic transmission problem in disjoint
domains. A priori estimate for its weak solution in appropriate Sobolev-like space is proved …

In this paper, we consider a non-standard parabolic transmission problem in disjoint
domains. A priori estimate for its weak solution in appropriate Sobolev-like space is proved …

U primenama, naro cito u in zenjerstvu, cesto se sre cu kompozitne ili slojevite strukture, pri
cemu se osobine pojedinih slojeva mogu zna cajno razlikovati od osobina okolnog …