Integral analogues of almost sure limit theorems for processes being in the
domain of attraction of a stable law or being in the
domain of geometric partial
Integral analogues of almost sure limit theorems for processes being in the
domain of attraction of a stable law or being in the
domain of geometric partial
Rellich Type Inequalities with Weights in Plane Domains. In addition, we examine a Rellich type inequality in plane
domains with
infinite Euclidean maximal modulus
Integral Operator of Potential Type for Infinitely Differentiable Functions
type for an
infinitely differentiable function defined on the boundary of a bounded
domain Unbounded perturbations of two-dimensional diffusion processes with nonlocal boundary conditions-dimensional diffusion processes, is discussed. A space as the completion of the set of
infinitely differentiable
Elliptic Equations with General-Kind Nonlocal Potentials in Half-Spaces physics), while elliptic problems in anisotropic
domains represent an independent research interest
Elliptic Equations with General-Kind Nonlocal Potentials in Half-Spaces of mathematical physics), while elliptic problems in anisotropic
domains represent an independent research
A Hardy inequality with a point-singular weight inside a domainSobolev spaces with weights taking
infinite values at some interior points of a two
On the solvability of nonlocal problems for elliptic systems in infinite anglesThe solution of nonlocal problems for elliptic systems in
infinite systems is presented