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Results: 1-7 |
Results: 7
FRAMES CONTAINING A RIESZ BASIS AND PRESERVATION OF THIS PROPERTY UNDER PERTURBATIONS
Authors: CASAZZA PG CHRISTENSEN O
Citation: Pg. Casazza et O. Christensen, FRAMES CONTAINING A RIESZ BASIS AND PRESERVATION OF THIS PROPERTY UNDER PERTURBATIONS, SIAM journal on mathematical analysis, 29(1), 1998, pp. 266-278
UNIQUENESS OF UNCONDITIONAL BASES IN BANACH-SPACES
Authors: CASAZZA PG KALTON NJ
Citation: Pg. Casazza et Nj. Kalton, UNIQUENESS OF UNCONDITIONAL BASES IN BANACH-SPACES, Israel Journal of Mathematics, 103, 1998, pp. 141-175
A GAUSSIAN AVERAGE PROPERTY OF BANACH-SPACES
Authors: CASAZZA PG NIELSEN NJ
Citation: Pg. Casazza et Nj. Nielsen, A GAUSSIAN AVERAGE PROPERTY OF BANACH-SPACES, Illinois journal of mathematics, 41(4), 1997, pp. 559-576
CHARACTERIZING HILBERT-SPACE FRAMES WITH THE SUBFRAME PROPERTY
Authors: CASAZZA PG
Citation: Pg. Casazza, CHARACTERIZING HILBERT-SPACE FRAMES WITH THE SUBFRAME PROPERTY, Illinois journal of mathematics, 41(4), 1997, pp. 648-666
SELF-INDUCED COMPACTNESS IN BANACH-SPACES
Authors: CASAZZA PG JARCHOW H
Citation: Pg. Casazza et H. Jarchow, SELF-INDUCED COMPACTNESS IN BANACH-SPACES, Proceedings of the Royal Society of Edinburgh. Section A. Mathematics, 126, 1996, pp. 355-362
HILBERT-SPACE FRAMES CONTAINING A RIESZ BASIS AND BANACH-SPACES WHICHHAVE NO SUBSPACE ISOMORPHIC TO C(0)
Authors: CASAZZA PG CHRISTENSEN O
Citation: Pg. Casazza et O. Christensen, HILBERT-SPACE FRAMES CONTAINING A RIESZ BASIS AND BANACH-SPACES WHICHHAVE NO SUBSPACE ISOMORPHIC TO C(0), Journal of mathematical analysis and applications, 202(3), 1996, pp. 940-950
UNCONDITIONAL BASES AND UNCONDITIONAL FINITE-DIMENSIONAL DECOMPOSITIONS IN BANACH-SPACES
Authors: CASAZZA PG KALTON NJ
Citation: Pg. Casazza et Nj. Kalton, UNCONDITIONAL BASES AND UNCONDITIONAL FINITE-DIMENSIONAL DECOMPOSITIONS IN BANACH-SPACES, Israel Journal of Mathematics, 95, 1996, pp. 349-373
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