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Classifying Convex Extremum Problems over Linear Topologies Having Separation Properties K. O. Kortanek

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Series: Report ; 72 - 22Publication details: Pittsburgh Carnegie - Mellon University 1972Description: 47 p Tab 28 cm

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Item type	Current library	Call number	Status	Date due	Barcode
Carti	IMAR	II 15791 (Browse shelf(Opens below))	Available		0019915

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Previous	II 15788 The Topology of Manifolds wich Admit Covariant	II 15789 Strong Uniform Distributions and Ergotic Theorems	II 15790 Filter Space Regularity, Completions	II 15791 Classifying Convex Extremum Problems over Linear Topologies Having Separation Properties	II 15792 Hilbrt Transforms in Yukawan Potential Theory	II 15793 A model of Post - Novae	II 15794 On the Bieberbach Conjecture for Functions with a Small Second Coefficient	Next

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