174 citations · 262 across the 7 of their papers we have counts for
Showing 2006 · math.PRShow all
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math.PR2006★ 174 cited
A new method of normal approximation
Sourav Chatterjee
We introduce a new version of Stein's method that reduces a large class of normal approximation problems to variance bounding exercises, thus making a connection between central li…
math.PR2006★ 61 cited
Exponential Approximation by Stein's Method and Spectral Graph Theory
Sourav Chatterjee, Jason Fulman, Adrian Rollin
General Berry-Esseen bounds are developed for the exponential distribution using Stein's method. As an application, a sharp error term is obtained for Hora's result that the spectr…
math.PR2006★ 1 cited
Stein's method for concentration inequalities
Sourav Chatterjee
We introduce a version of Stein's method for proving concentration and moment inequalities in problems with dependence. Simple illustrative examples from combinatorics, physics, an…