We consider the parallel complexity of submodular function minimization
...
In this paper we describe a randomized algorithm which returns a maximal...
Monotonicity testing of Boolean functions on the hypergrid, f:[n]^d →{0,...
The problem of testing monotonicity for Boolean functions on the hypergr...
We provide a generic technique for constructing families of submodular
f...
We consider the approximability of center-based clustering problems wher...
Submodular function minimization (SFM) and matroid intersection are
fund...
We study data clustering problems with ℓ_p-norm objectives (e.g.
k-Media...
In the Priority k-Center problem, the input consists of a metric space
(...
In the non-uniform k-center problem, the objective is to cover points in...
We study the problem of finding a spanning forest in an undirected,
n-ve...
In this paper we consider the classic matroid intersection problem: give...
We consider a decentralized graph coloring model where each vertex only ...
Recently, Chakrabarty and Swamy (STOC 2019) introduced the minimum-norm...
We study clustering problems under the lens of algorithmic fairness
ins...
In many optimization problems, a feasible solution induces a
multi-dime...
We describe a Õ(d^5/6)-query monotonicity tester for Boolean
functions f...
Testing monotonicity of Boolean functions over the hypergrid, f:[n]^d →{...
We study the F-center problem with outliers: given a metric space
(X,d),...
The problem of testing monotonicity of a Boolean function f:{0,1}^n →{0,...
Given a non-negative n × m real matrix A, the matrix scaling
problem is...
We consider a generalization of k-median and k-center, called the
order...
We design fast dynamic algorithms for proper vertex and edge colorings i...
We study monotonicity testing of Boolean functions over the hypergrid [n...