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19982004
most citedCombinatorial aspects of Connes's embedding conjecture and asymptotic distribution of traces of products of unitaries

46 citations · 56 across the 2 of their papers we have counts for

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10 papers · 1 filter

math.OA200446 cited

Combinatorial aspects of Connes's embedding conjecture and asymptotic distribution of traces of products of unitaries

Florin Radulescu

In this paper we study the asymptotic distribution of the moments of (non-normalized) traces $\Tr (w_1), \Tr(w_2), ..., \Tr(w_r)$, where are reduced words in…

math.OA200410 cited

A non-commutative, analytic version of Hilbert's 17-th problem in type II von Neumann algebras

Florin Radulescu

We prove a non-commutative version of the Hilbert's 17th problem, giving a characterization of the class of non-commutative polynomials in n-undeterminates that have positive trace…

math.OA2001

Rescalings of free products of II_1 factors

Ken Dykema, Florin Radulescu

We introduce notation Q(1) * ... * Q(n) * L(F_r)r$ is allowed to be negative. This notation is defined by rescalings of free products…

math.OA2000

Irreducible subfactors derived from Popa's construction for non-tracial states

Florin G. Radulescu

For an inclusion of the form , where is endowed with a state with diagonal weights , we use Popa's construction, for n…

math.OA2000

The von Neumann algebra of the non-residually finite Baumslag group < a,b | a b^3 a^-1 = b^2 > embeds into R^omega

Florin Radulescu

In this paper we analyze the structure of some sets of non-commutative moments of elements in a finite von Neumann algebra M. If the fundamental group of M is R_+\{0}, then the mom…

math.OA1999

Non-Commutative Markov Processes in Free Group Factors, Related to Berezin's Quantization and Automorphic Forms

Florin G. Radulescu

In this paper we use the description of free group factors as the von Neumann algebras of Berezin's deformation of the upper half-plane, modulo PSL. The derivative, i…