On the properties of the solution set of nonconvex evolution inclusions of the subdierential type

In Section 4, we will prove Theorem 2 and provide other spectral results; expres- sing λ n as an asymptotic formula in n and obtaining an asymptotic formula for nearest neighbor

We prove two existence theorems, one for evolution quasi-variational inequal- ities and the other for a time-dependent quasi-variational inequality modeling the quasi- static problem

Nazar: Free convection boundary layer ‡ow on a vertical surface with prescribed wall temperature and heat ‡ux.. Pop: Modeling of free convection boundary layer ‡ow on a sphere

Note that the open sets in the topology correspond to the ideals in the preorder: a topology on X having k open sets, corresponds to a preorder with k ideals and vice versa..

In the first section we introduce the main notations and notions, set up the problem of weak solutions of the initial-boundary value problem for gen- eralized Navier-Stokes

In this paper, we are going to show that this is impossible and that H (without any shift) is the worst distributed net of all the digital (0, m, 2)-nets over Z 2 that are

The existence of mild solutions and controllability results are given and proved by using stochastic analysis techniques, semigroup of operators theory, a fixed point theorem

Keywords: uniform space, approach uniform space, totally bounded, precompact, com- plete, measure of total boundedness, measure of completeness.. Classification: 54E15,