Kenley Jung

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20012016

most citedFree Entropy Dimension in Amalgamated Free Products

53 citations · 80 across the 16 of their papers we have counts for

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math.OA2016

The Bootstrap and von Neumann algebras: The Maximal Intersection Lemma

Kenley Jung

Given a suitably nested family $Z = ⟨ Z (m, k, γ) ⟩_{m, k \in N, γ > 0}$ of Borel subsets of matrices, and associated Borel measures and rate function, $μ$ , an entrop…

math.OA2016★ 5 cited

The Rank Theorem and $L^{2}$ -invariants in Free Entropy: Global Upper Bounds

Kenley Jung

Using an analogy with the rank theorem in differential geometry, it is shown that for a finite $n$ -tuple $X$ in a tracial von Neumann algebra and any finite $m$ -tuple $F$ of $*$ -po…

The Bootstrap and von Neumann algebras: The Maximal Intersection Lemma

The Rank Theorem and L2-invariants in Free Entropy: Global Upper Bounds

The Rank Theorem and $L^{2}$ -invariants in Free Entropy: Global Upper Bounds