Kuhn-Tucker conditions for a convex programming problem in Banach spaces partially ordered by cone with empty interior

Details Kuhn-Tucker conditions for a convex programming problem in Banach spaces partially ordered by cone with empty interior Kuhn-Tucker conditions for a convex programming problem in Banach spaces partially ordered by cone with empty interior

2011-02-12

arxiv.org/abs/1102.2532v1

Mathematics

Optimization and Control

Scientific paper

Kuhn-Tucker conditions for mathematical programming problems in Banach spaces
partially ordered by cone with empty interior are obtained under strong
simultaneity condition. If partial ordered cone has interior point, it is
proved that Slater and strong simultaneity conditions are equivalent.

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