most citedDe Finetti-Style Results for Wishart Matrices: Combinatorial Structure and Phase Transitions

7 citations · 7 across the 2 of their papers we have counts for

collaborators

6 papers

cs.CC2021

The Algorithmic Phase Transition of Random -SAT for Low Degree Polynomials

Guy Bresler, Brice Huang

Let be a uniformly random -SAT formula with variables and clauses. We study the algorithmic task of finding a satisfying assignment of . It is known that satisfyi…

math.PR20217 cited

De Finetti-Style Results for Wishart Matrices: Combinatorial Structure and Phase Transitions

Matthew Brennan, Guy Bresler, Brice Huang

A recent line of work has studied the relationship between the Wishart matrix , where has i.i.d. standard Gaussian entries, and the correspo…

math.CO2018

An Upper Bound on the Number of -Avoiding Cyclic Permutations

Brice Huang

We show a upper bound on the number of avoiding cyclic permutations. This is the first nontrivial upper bound on the number of such permutations. We…

math.CO2018

Cyclic Descents for General Skew Tableaux

Brice Huang

A cyclic descent function on standard Young tableaux of size is a function that restricts to the usual descent function when is omitted, such that the number of standard Yo…

math.CO2018

On the Local Geometry of Graphs in Terms of Their Spectra

Brice Huang, Mustazee Rahman

In this paper we consider the relation between the spectrum and the number of short cycles in large graphs. Suppose is a sequence of finite and connected gr…

math.PR2018

Convergence of Maximum Bisection Ratio of Sparse Random Graphs

Brice Huang

We consider sequences of large sparse random graphs whose degree distribution approaches a limit with finite mean. This model includes both the random regular graphs and the Erdös-…