Cohomology of Jordan triples via Lie algebras
We develop a cohomology theory for Jordan triples, including the
infinite dimensional ones, by means of the cohomology of TKK Lie algebras.
This enables us to apply Lie cohomological results to the setting of
Jordan triples. Some preliminary results for von Neumann algebras are
obtained.
Cho-Ho Chu < c.chu@qmul.ac.uk >
Bernard Russo < brusso@uci.edu >