Gleason theorem for signed measures with infinite values
Heisenberg's picture and non commutative geometry of the semi classical limit in quantum mechanics
Hypercontractivité pour les fermions, d'après Carlen-Lieb
Indice d'une espérance conditionnelle
Intégration non commutative représentation projective d’espaces
Interprétation probabiliste et extension des intégrales stochastiques non commutatives
Isometries of Non-Commutative Lorentz Spaces.
Isomorphism Between the Associative and Non-Associative Lp-Spaces of Type II1 Hyperfinite Factors.
Jauch-Piron states on von Neumann algebras.
Kernel Operators on Lp-spaces Associated with Semifinite von Neumann Algebras.
KMS-symmetric Markov semigroups.
Kolmogoroff consistency theorem for Gleason measures
Krein-space operators determined by free product algebras induced by primes and graphs
In this paper, we introduce certain Krein-space operators induced by free product algebras induced by both primes and directed graphs. We study operator-theoretic properties of such operators by computing free-probabilistic data containing number-theoretic data.
La stabilité des espaces L... non-commutatifs.
Large deviations and stochastic calculus for large random matrices.
Laws of large numbers in von Neumann algebras and related results
Les systèmes-produits et l'espace de Fock, d'après W. Arveson
Limit laws for Random matrices and free products.
Limit Measures Related to the Conditionally Free Convolution
We describe the limit measures for some class of deformations of the free convolution, introduced by A. D. Krystek and Ł. J. Wojakowski. In particular, we provide a counterexample to a conjecture from their paper.
Limit theorems in free probability theory II
Based on an analytical approach to the definition of multiplicative free convolution on probability measures on the nonnegative line ℝ+ and on the unit circle we prove analogs of limit theorems for nonidentically distributed random variables in classical Probability Theory.