• Algebraic reflexivity of tensor product spaces, Vol 36, No.4

Authors: Botelho, Fernanda, University of Memphis, Memphis, TN 38152 (mbotelho@memphis.edu) and and Jamison, James, University of Memphis, Memphis, TN 38152(jjamison@memphis.edu)
Algebraic reflexivity of tensor product spaces, pp. 1133-1137.
ABSTRACT. The isometry group of the tensor product of two symmetric sequences spaces, not isometric to a Hilbert space, is algebraically reflexive provided that the tensor product supports only dyadic surjective isometries.

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Algebraic reflexivity of tensor product spaces, Vol 36, No.4

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