Jinjie Zhang, Shmuel Friedland, Lek-Heng Lim
Published 2017-11-28Version 1
We present an elementary, self-contained proof of Grothendieck's inequality that unifies both the real and complex cases and yields both the Krivine and Haagerup bounds, the current best-known bounds for the real and complex Grothendieck constants respectively.
The Cotlar-Stein Lemma, Grothendiecks Inequality and All That
Grothendieck's inequality in the noncommutative Schwartz space
Grothendieck's inequality and completely correlation preserving functions -- a summary of recent results and an indication of related research problems
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