5 citations · 5 across the 2 of their papers we have counts for
3 papers
math.OA2012★ 5 cited
Universally reversible JC*-triples and operator spaces
Leslie J. Bunce, Richard M. Timoney
We prove that the vast majority of JC*-triples satisfy the condition of universal reversibility. Our characterisation is that a JC*-triple is universally reversible if and only if…
math.OA2010
Operator space structure of JC*-triples and TROs, I
Leslie J. Bunce, Brian Feely, Richard M. Timoney
We embark upon a systematic investigation of operator space structure of JC*-triples via a study of the TROs (ternary rings of operators) they generate. Our approach is to introduc…
math.OA1992
The Mackey-Gleason Problem
L. J. Bunce, J. D. Maitland Wright
Let be a von Neumann algebra with no direct summand of Type $\roman I_2$, and let $\scr P(A)$ be its lattice of projections. Let be a Banach space. Let $m\:\scr P(A)\to X$…