AbstractWe present first a result on density of extremal selections for measurable multifunctions. Next, we use this result to establish a relaxation theorem for nonconvex-valued differential equations in Banach spaces
AbstractLet X be a separable Banach space and t ϵ R+. We prove the existence and an asymptotic prope...
Let $F:[0,T]\times\R^n\mapsto 2^{\R^n}$ be a continuous multifunction with compact, not necessaril...
summary:In this paper we consider periodic and Dirichlet problems for second order vector differenti...
AbstractWe present first a result on density of extremal selections for measurable multifunctions. N...
AbstractWe prove two existence theorems for random differential inclusions defined in a separable Ba...
For a Banach space X of R^M-valued functions on a Lipschitz domain, let K(X) ⊂ X be a closed convex...
Abstract: Let X be a separable Banach space, σ> 0 and Cσ: = C([−σ, 0],X) the Banach space of the ...
Given a Lipschitz continuous multifunction $F$ on ${\mathbb{R}}^{n}$, we construct a probability me...
summary:We consider maximal monotone differential inclusions with memory. We establish the existence...
AbstractIn this paper we use an improved version of Baire category method to prove the existence of ...
summary:We study a Cauchy problem for non-convex valued evolution inclusions in non separable Banach...
AbstractWe discuss several concepts of continuity, weaker than lower semicontinuity, but still imply...
We examine the main qualitative properties of the solution set of differential inclusion with the la...
We show that capacity can be computed with locally Lipschitz functions in locally complete and separ...
The converse statement of the Filippov-Wazewski relaxation theorem is proven, more precisely, two di...
AbstractLet X be a separable Banach space and t ϵ R+. We prove the existence and an asymptotic prope...
Let $F:[0,T]\times\R^n\mapsto 2^{\R^n}$ be a continuous multifunction with compact, not necessaril...
summary:In this paper we consider periodic and Dirichlet problems for second order vector differenti...
AbstractWe present first a result on density of extremal selections for measurable multifunctions. N...
AbstractWe prove two existence theorems for random differential inclusions defined in a separable Ba...
For a Banach space X of R^M-valued functions on a Lipschitz domain, let K(X) ⊂ X be a closed convex...
Abstract: Let X be a separable Banach space, σ> 0 and Cσ: = C([−σ, 0],X) the Banach space of the ...
Given a Lipschitz continuous multifunction $F$ on ${\mathbb{R}}^{n}$, we construct a probability me...
summary:We consider maximal monotone differential inclusions with memory. We establish the existence...
AbstractIn this paper we use an improved version of Baire category method to prove the existence of ...
summary:We study a Cauchy problem for non-convex valued evolution inclusions in non separable Banach...
AbstractWe discuss several concepts of continuity, weaker than lower semicontinuity, but still imply...
We examine the main qualitative properties of the solution set of differential inclusion with the la...
We show that capacity can be computed with locally Lipschitz functions in locally complete and separ...
The converse statement of the Filippov-Wazewski relaxation theorem is proven, more precisely, two di...
AbstractLet X be a separable Banach space and t ϵ R+. We prove the existence and an asymptotic prope...
Let $F:[0,T]\times\R^n\mapsto 2^{\R^n}$ be a continuous multifunction with compact, not necessaril...
summary:In this paper we consider periodic and Dirichlet problems for second order vector differenti...
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