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20 Apr 2012: Collisions of Random Walks. Martin T. Barlow Yuval Peres† Perla Sousi‡. April 10, 2012. Abstract. A recurrent graph G has the infinite collision property if two independent randomwalks on G, started at the same point, collide infinitely often a.s

6 Mar 2012: A main contribution of this article is the development of a new approachto testing problems of the kind (2) based on concentration properties of linear cen-tered kernel-type density estimators,

26 Apr 2012: X. . A new search game on 6 locations. When a player makes a tour in AW he chooses it at random.Might something else be better? ... Consider a new game, in which at each new step (of 3 old steps)each player makes a tour of his

15 Aug 2012: mension, Quantum Information Processing. 1, 345–354, (2002). [3] N. Konno, A new type of limit theorems for. ... University Press, (2001). [6] P. Billingsley, Probability and Measure, 3rd. edn, Wiley, New York, (1995).

6 Sep 2012: O Diekmann SA van Gils SM Verduyn Lunel and H O Walther Delay Equations Functional Complex and Nonlinear Analysis Springer Verlag New York. ... bridge HR Varian Microeconomic Analysis third edition Norton New. York JG Wardrop Some theoretical aspects of

15 Aug 2012: Physics 22 89 .[9] G. R. Grimmett, Percolation Springer, New York .

1 Jun 2012: 24, 25], who called these new basis functions needlets—wasemployed to construct risk-adaptive estimators for f (x), x Sd, by a local needletseries with support concentrated in a neighborhood of ... Recent work inthis field, however, can be interpreted

7 Feb 2012: is about to quit —, we increase the prize tog(y), which becomes the new ‘prevailing prize’. ... is about to quit —, we increase the prize tog(y), which becomes the new ‘prevailing prize’. •

15 Aug 2012: The first. result of this paper is a new comparison inequality, proved using an argument devel-. ... In Section 2 we present the new comparison inequality, and we apply it in Section3.

15 Aug 2012: Mathematics and its Applications, vol. 99, Springer, New York, pp. 1–24.Aizenman, M.