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.Comment: 27 pages, to appear in: Topics in Functional Analysis and Algebra,
Proceedings of a special session of the USA-Uzbekistan Conference on Analysis
and Mathematical Physics, CSU Fullerton, May 20-23, 2014, Contemporary
Mathematics, 201
