A NOTE ON COMPACTNESS OF TENSOR PRODUCTS J. ZANNI and C. S. KUBRUSLY Abstract. Compactness is preserved from a pair of operators to their tensor product. The converse was considered in [13] under some restrictions on the - Compact operator on Hilbert space - Document - PDFSEARCH.IO

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	A NOTE ON COMPACTNESS OF TENSOR PRODUCTS J. ZANNI and C. S. KUBRUSLY Abstract. Compactness is preserved from a pair of operators to their tensor product. The converse was considered in [13] under some restrictions on the Add to Reading List Document Date: 2014-05-29 06:19:03 Open Document File Size: 277,80 KB Share Result on Facebook City Springer / London / New York / Rio de Janeiro / / Company Appl / / Country Brazil / / / Facility Catholic University of Rio de Janeiro / / IndustryTerm tensor product / nonzero tensor product / tensor products / Inner product / nonzero compact tensor product / partial integral operator / / Organization Catholic University of Rio de Janeiro / / ProvinceOrState New York / / SocialTag Operator theory Compact operator Hilbert space Tensor product of Hilbert spaces Tensor product Inner product space Vector space Tensor Compact space Algebra

A NOTE ON COMPACTNESS OF TENSOR PRODUCTS J. ZANNI and C. S. KUBRUSLY Abstract. Compactness is preserved from a pair of operators to their tensor product. The converse was considered in [13] under some restrictions on theAdd to Reading List