Department of Statistics, University of Oxford, UK. L. Addario-Berry · School of Computer Science, McGill University, Canada. B. A. Reed · Projet Mascotte, I3S ( ...
... Theorem 2.1 (Addario-Berry and Reed [1] ). Suppose X is a random variable satisfying E[X] = 0, Var(X) > 0, E[X 2+α ] < ∞ for some α > 0, and X is a lattice ...
Jan 9, 2007 · Ballot theorems, old and new. L. Addario-Berry. ∗. B.A. Reed. †. January 9, 2007. “There is a big difference between a fair game and a game ...
Theorem 1 ([8]). 짜 suppose that two candidates have been submitted to a vote in which the number of voters is μ . Candidate A obtains π votes.
We begin by sketching the development of the classical ballot theorem as it first appeared in the Comptes Rendus de 1'Academie des Sciences.
Feb 18, 2008 · Title:Ballot theorems for random walks with finite variance. Authors:L. Addario-Berry, B.A. Reed. Download a PDF of the paper titled Ballot ...
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L Addario-Berry, B Reed. The Annals of Probability 37 (3), 1044-1079, 2009. 173, 2009. The ... Ballot theorems, old and new. L Addario-Berry, BA Reed. Horizons of ...
We prove an analogue of the classical ballot theorem that holds for any random walk in the range of attraction of the normal distribution.
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Jan 16, 2017 · L. ADDARIO-BERRY, B.A. REED: Ballot theorems, old and new, Horizons of. Combinatorics vol. 17 (2007). Springer, Berlin.
