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St. John's University

United States

3 papers here1 citations across 3
fields
  • math.FA3
ROR 00bgtad15OpenAlex

affiliations via OpenAlex

most citedSufficient enlargements of minimal volume for finite dimensional normed linear spaces

1 citations

researchers with a paper here
  • Mikhail I. Ostrovskii2
  • Alexander A. Katz1
  • Genady Ya. Grabarnik1
collaborating institutions
  • IBM (United States)US1 paper

3 papers

math.FA2008

Compositions of projections in Banach spaces and relations between approximation properties

M. I. Ostrovskii

A necessary and sufficient condition for existence of a Banach space with a finite dimensional decomposition but without the π-property in terms of norms of compositions of proje…

math.FA2008★ 1 cited

Sufficient enlargements of minimal volume for finite dimensional normed linear spaces

M. I. Ostrovskii

Let BY​ denote the unit ball of a normed linear space Y. A symmetric, bounded, closed, convex set A in a finite dimensional normed linear space X is called a {\it sufficien…

math.FA2008

A Note on Banach Principle for JW-algebras

Genady Ya. Grabarnik, Alexander A. Katz

In the sequel we establish the Banach Principle for semifinite JW-algebras without direct summand of type I sub 2, which extends the recent results of Chilin and Litvinov on the Ba…

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