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Pollard, David - Department of Mathematics, Yale University
CONDITIONED POISSON DISTRIBUTIONS AND THE CONCENTRATION OF CHROMATIC NUMBERS
First version: June 2001. Revised: May 2002. Final revision: June 2002. MAXIMAL INEQUALITIES VIA BRACKETING WITH
Some thoughts on Le Cam's statistical decision theory David Pollard
TUSNADY'S INEQUALITY REVISITED ANDREW CARTER AND DAVID POLLARD
Final version 11 April 1997 Connecticut
Submitted to the Annals of Statistics FUNCTIONAL REGRESSION FOR GENERAL EXPONENTIAL
Asymptotics for minimisers of convex processes Nils Lid Hjort and David Pollard
CONDITIONED POISSON DISTRIBUTIONS AND THE CONCENTRATION OF CHROMATIC NUMBERS
IMS Lecture NotesMonograph Series Asymptotics: Particles, Processes and Inverse Problems
Z. Wahrscheinlichkeitstheorie verw. Gebiete 34, 269-278 (1976)
IEEE TRANSACTIONS ON INFORMATION THEORY, VOL. IT-28, NO. 2, MARCH 1982 199 Quantization and the Method of k-Means
i?-THEORY FOR MARKOV CHAINS ON A TOPOLOGICAL STATE SPACE I
PUBLICATIONS Books published
Metrika, Volume 27, 1980, page 43-70. 9 Vienna. The Minimum Distance Method of Testing 1 )
NONLINEAR LEAST-SQUARES ESTIMATION DAVID POLLARD AND PETER RADCHENKO
A NOTE ON TALAGRAND'S CONVEX HULL CONCENTRATION INEQUALITY
