Given a matroid M=(E, I), and a total ordering over the elements E,
a br...
We introduce an expressive subclass of non-negative almost submodular se...
We show that the max entropy algorithm can be derandomized (with respect...
Given a d+1-partite d-dimensional simplicial complex, we prove a
general...
A matroid ℳ on a set E of elements has the α-partition
property, for som...
We show that the natural Glauber dynamics mixes rapidly and generates a
...
We show that for some ϵ > 10^-36 and any metric TSP instance, the
max en...
We show that the ratio of the number of near perfect matchings to the nu...
We give a randomized 1+√(8ln k/k)-approximation algorithm for
the minimu...
For some ϵ > 10^-36 we give a 3/2-ϵ approximation
algorithm for metric T...
We prove tight mixing time bounds for natural random walks on bases of
m...
We say a probability distribution μ is spectrally independent if an
asso...
We design a 1.49993-approximation algorithm for the metric traveling
sal...
"Composable core-sets" are an efficient framework for solving optimizati...
We use recent developments in the area of high dimensional expanders and...
We give a self-contained proof of the strongest version of Mason's
conje...
We study the Gibbs sampling algorithm for continuous determinantal point...
We study a spectral generalization of classical combinatorial graph span...
We give a deterministic polynomial time 2^O(r)-approximation algorithm
f...
We study the bias of random bounded-degree polynomials over odd prime fi...
#1#1 We design a polynomial time algorithm that
for any weighted undire...
Stable matching is a classical combinatorial problem that has been the
s...
We develop an extension of recently developed methods for obtaining
time...
Let G=(V,E) be an undirected graph, lambda_k be the k-th smallest eigenv...
Let ϕ(G) be the minimum conductance of an undirected graph G, and let
0=...