In this paper we introduce an enhanced notion of extremal systems for sets in locally convex topological vector spaces and obtain efficient conditions for set extremality in the convex case. Then we apply this machinery to deriving new calculus results on intersection rules for normal cones to convex sets and on infimal convolutions of support functions
We present necessary and sufficient optimality conditions for the minimization of pseudoconvex funct...
We present necessary and sufficient optimality conditions for the minimization of pseudoconvex funct...
In this paper we present constraint qualifications which completely characterize the Farkas–Minkowsk...
In this paper we introduce an enhanced notion of extremal systems for sets in locally convex topolog...
In this paper we introduce an enhanced notion of extremal systems for sets in locally convex topolog...
Abstract. In this paper we develop new extremal principles in variational analysis that deal with fi...
Abstract. In this paper we introduce new notions of local extremality for finite and infinite system...
SummaryA convex subset K of a vector space E over the field of real numbers is linearly bounded (lin...
AbstractBanach spaces contain convex sets having pathological sets of extreme points
AbstractWe consider the space of all set functions defined on a finite set S. This space is a linear...
AbstractIt is shown that any convex or concave extremum problem possesses a subsidiary extremum prob...
The thesis consists of two sections, the theoretical and the practical one. Theoretical part deals w...
The thesis consists of two sections, the theoretical and the practical one. Theoretical part deals w...
We investigate the extremal points of a functional R f(ru), for a convex or concave function f . Th...
[[abstract]]Let X be a locally convex topological vector space endowed with original topology T as w...
We present necessary and sufficient optimality conditions for the minimization of pseudoconvex funct...
We present necessary and sufficient optimality conditions for the minimization of pseudoconvex funct...
In this paper we present constraint qualifications which completely characterize the Farkas–Minkowsk...
In this paper we introduce an enhanced notion of extremal systems for sets in locally convex topolog...
In this paper we introduce an enhanced notion of extremal systems for sets in locally convex topolog...
Abstract. In this paper we develop new extremal principles in variational analysis that deal with fi...
Abstract. In this paper we introduce new notions of local extremality for finite and infinite system...
SummaryA convex subset K of a vector space E over the field of real numbers is linearly bounded (lin...
AbstractBanach spaces contain convex sets having pathological sets of extreme points
AbstractWe consider the space of all set functions defined on a finite set S. This space is a linear...
AbstractIt is shown that any convex or concave extremum problem possesses a subsidiary extremum prob...
The thesis consists of two sections, the theoretical and the practical one. Theoretical part deals w...
The thesis consists of two sections, the theoretical and the practical one. Theoretical part deals w...
We investigate the extremal points of a functional R f(ru), for a convex or concave function f . Th...
[[abstract]]Let X be a locally convex topological vector space endowed with original topology T as w...
We present necessary and sufficient optimality conditions for the minimization of pseudoconvex funct...
We present necessary and sufficient optimality conditions for the minimization of pseudoconvex funct...
In this paper we present constraint qualifications which completely characterize the Farkas–Minkowsk...
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