Algebraic reflexivity of tensor product spaces

Authors

Fernanda Botelho, University of MemphisFollow
James Jamison, University of MemphisFollow

Abstract

The isometry group of the tensor product of two symmetric sequences spaces, not isometric to a Hubert space, is algebraically reflexive provided that the tensor product supports only dyadic surjective isometries. © 2010 University of Houston.

Publication Title

Houston Journal of Mathematics

Recommended Citation

Botelho, F., & Jamison, J. (2010). Algebraic reflexivity of tensor product spaces. Houston Journal of Mathematics, 36 (4), 1133-1137. Retrieved from https://digitalcommons.memphis.edu/facpubs/4142