1.
|
A Proof of a Conjecture of Bobkov and Houdré
Kwapien, S.; Warsaw University - Pycia, M.; Warsaw University - Schachermayer, W.; University of Vienna
Formato: |
Peer-reviewed Article, |
Enlaces: |
S. G. Bobkov and C. Houdré recently posed the following question on the Internet (Problem posed in Stochastic Analysis Digest no. 15 (9/15/1995)): Let $X,Y$ be symmetric i.i.d. random variables such that $$P(|X+Y|/2 \geq t) \leq P(|X| \geq t),$$ for…
|
Fecha: |
1996-01-01 |
Recurso: |
Electronic communications in probability |
|