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Strongly Algebraically Closed Lattices in ℓ-groups and SemilatticesIn this article, the properties of being @0-classes of a full ℓ-group, the set of polars of an ℓ
Optimality conditions for linear copositive programming problems with isolated immobile indicesIn the present paper, we apply our recent results on optimality for convex semi
The lagrange multiplier technique for variational inequalitiesFor variational inequalities with the feasible set given by linear or nonlinear convex constraints
A minimization method on the basis of embedding the feasible set and the epigraph of the convex nonsmooth function which belongs to the class of cutting-plane methods. During constructing
On the $\tau$-compactness of products of $\tau$-measurable operators adjoint to semi-finite von Neumann algebras
of certain nonnegative $\tau$-measurable operators. We state sufficient conditions of the $\tau$-compactness
Lack of controllability of the viscous Burgers equation: part I-the $$\mathrm{L}^\infty $$ setting the heat equation, we combine scaling and compensated compactness arguments along with observations
Lack of controllability of the viscous Burgers equation: part I—the L ∞ setting the heat equation, we combine scaling and compensated compactness arguments along with observations
On the Closure of Smooth Compactly Supported Functions in Weighted Hölder SpacesThe closure of the set of smooth compactly supported functions in a weighted Ho¨ lder
space on Rn
Adaptive Conditional Gradient Method adaptive conditional gradient method with the step length regulation for solving pseudo-convex constrained
Hardy-Rellich integral inequalities in domains satisfying the exterior sphere condition for compactly supported functions on the domains of Euclidean space in the case when weight functions are powers
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