Free probability theory. Papers from a workshop on random matrices and operator algebra free products, Toronto, Canada, Mars 1995 (Q676820)

The articles of this volume will be reviewed individually. Indexed articles: \textit{Biane, Philippe}, Free Brownian motion, free stochastic calculus and random matrices, 1-19 [Zbl 0873.60056] \textit{Douglas, Michael R.}, Large \(N\) quantum field theory and matrix models, 21-40 [Zbl 0871.46035] \textit{Dykema, Kenneth J.}, Free products of finite dimensional and other von Neumann algebras with respect to non-tracial states, 41-88 [Zbl 0871.46030] \textit{Germain, Emmanuel}, Amalgamated free product \(C^*\)-algebras and KK-theory, 89-103 [Zbl 0889.19002] \textit{Goulden, Ian P.; Jackson, David M.}, Connexion coefficients for the symmetric group, free products in operator algebras and random matrices, 105-125 [Zbl 0889.46052] \textit{Haagerup, Uffe}, On Voiculescu's \(R\)- and \(S\)-transform for free non-commuting random variables, 127-148 [Zbl 0910.46045] \textit{Nica, Alexandru; Speicher, Roland}, \(R\)-diagonal pairs. -- A common approach to Haar unitaries and circular elements, 149-188 [Zbl 0889.46053] \textit{Pimsner, Michael V.}, A class of \(C^*\)-algebras generalizing both Cuntz-Krieger algebras and crossed products by \(\mathbb{Z}\), 189-212 [Zbl 0871.46028] \textit{Rădulescu, Florin}, An invariant for subfactors in the von Neumann algebra of a free group, 213-239 [Zbl 0934.46059] \textit{Shlyakhtenko, Dimitri}, Limit distributions of matrices with bosonic and fermionic entries, 241-252 [Zbl 0870.46042] \textit{Shlyakhtenko, Dimitri}, \(R\)-transform of certain joint distributions, 253-256 [Zbl 0910.46046] \textit{Speicher, Roland}, On universal products, 257-266 [Zbl 0877.46044] \textit{Speicher, Roland; Woroudi, Reza}, Boolean convolution, 267-279 [Zbl 0872.46033] \textit{Størmer, Erling}, States and shifts on infinite free products of \(C^*\)-algebras, 281-291 [Zbl 0877.46042] \textit{Voiculescu, Dan}, The analogues of entropy and Fisher's information measure in free probability theory. IV: Maxiumum entropy and freeness, 293-302 [Zbl 0960.46040] \textit{Zee, Anthony}, Universal correlation in random matrix theory: A brief introduction for mathematicians, 303-312 [Zbl 0872.47019]