The Australian Journal of Mathematical Analysis and Applications

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ISSN 1449-5910  


Paper Information

Paper Title:

Optimization and Approximation for Polyhedra in Separable Hilbert Spaces


Paolo d'Alessandro

Department of Mathematics,
Third University of Rome,



This paper studies infinite dimensional polyhedra, covering the case in which range spaces of operators defining inequality systems are not closed. A rangespace method of linear programming is generalized to infinite dimensions and finite dimensional methods of approximation are introduced.

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