Tensor products and joint spectra for solvable Lie algebras of operators.
The Dimension Lattice of a JBW-Algebra.
The Kadec-Pełczyński-Rosenthal subsequence splitting lemma for JBW*-triple preduals
Any bounded sequence in an L¹-space admits a subsequence which can be written as the sum of a sequence of pairwise disjoint elements and a sequence which forms a uniformly integrable or equiintegrable (equivalently, a relatively weakly compact) set. This is known as the Kadec-Pełczyński-Rosenthal subsequence splitting lemma and has been generalized to preduals of von Neuman algebras and of JBW*-algebras. In this note we generalize it to JBW*-triple preduals.
The polarisation constant for JB*-triples.
The -function in -algebras.
Traces on JW-Algebras and Enveloping W*-Algebras.