Algebraic reflexivity of tensor product spaces
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.
Houston Journal of Mathematics
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