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Erratum to “Itô’s formula for noncommutative $C^2$ functions of free Itô processes”

• Authors : Nikitopoulos, Evangelos A

Subjects: Pure Mathematics; Mathematical Sciences; . Free probability

• Source: Documenta Mathematica. 28(5)

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It boolean AND o's Formula for Noncommutative C-2 Functions of Free It boolean AND o Processes

• Authors : Nikitopoulos, Evangelos A

Subjects: free probability; free stochastic calculus; matrix

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Von Neumann algebras of sofic groups with β(2)1=0 are strongly 1-bounded

• Authors : Shlyakhtenko, Dimitri

Subjects: Free probability; free entropy; L-2-Betti numbers

• Source: Journal of Operator Theory. 85(1)

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VON NEUMANN ALGEBRAS OF SOFIC GROUPS WITH beta((2))(1)=0 ARE STRONGLY 1-BOUNDED

• Authors : Shlyakhtenko, Dimitri

Subjects: Free probability; free entropy; L-2-Betti numbers

• Source: JOURNAL OF OPERATOR THEORY. 85(1)

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Free Convolution Powers Via Roots of Polynomials

• Authors : Stefan Steinerberger

Subjects: Pure mathematics; Mathematics::Operator Algebras; General Mathematics

• Source: Experimental Mathematics. :1-6

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A construction which relates c-freeness to infinitesimal freeness

• Authors : Alexandru Nica; Maxime Fevrier; Kamil Szpojankowski

Subjects: Multilinear map; Pure mathematics; Mathematics::Operator Algebras

• Source: Advances in Applied Mathematics. 110:299-341

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Cumulant-cumulant relations in free probability theory from Magnus' expansion

• Authors : Kurusch Ebrahimi-Fard; Frédéric Patras; Adrian Celestino ...

Subjects: Pure mathematics; Cumulant; Algebraic structure

• Source: Foundations of Computational MathematicsFoundations of Computational Mathematics, 2022, 22 (3), pp.733-755. ⟨10.1007/s10208-021-09512-0⟩

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Cauchy transforms arising from homomorphic conditional expectations parametrize noncommutative Pick functions

• Authors : Ryan Tully-Doyle; James Eldred Pascoe

Subjects: Pure mathematics; Applied Mathematics; media_common.quotation_subject

• Source: Journal of Mathematical Analysis and Applications. 472:1487-1498

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Khovanov’s Heisenberg category, moments in free probability, and shifted symmetric functions

• Authors : Anthony Licata; Henry Kvinge; Stuart Mitchell

Subjects: Symmetric function; Curl (mathematics); Pure mathematics

• Source: Algebraic Combinatorics. 2:49-74

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Continuity and growth of free multiplicative convolution semigroups

• Authors : Ping Zhong; Xiaoxue Deng

Subjects: Statistics and Probability; Pure mathematics; 46L54

• Source: Electron. Commun. Probab.

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