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5 Jan 2012: G(x,u,t,η) = η[0.001(50 x)x u] u,. anddη/dt = 0.002(x 10)η. Suppose that x(0) = 20 and that under an optimal policy

15 Aug 2012: 111–116. 15. Kahn, J., A normal law for matchings, Combinatorica 20 (2000), 339–391. ... 20. Pemantle, R., Towards a theory of negative dependence, Journal of Mathematical Physics 41(2000), 1371–1390.

23 Jul 2012: 1.20) φp,q(ω) =1. Z. {. eEpω(e)e (1 pe)1ω(e). }q k(ω), ω ,. where Z is the appropriate normalizing factor. The measure φp,q is retrieved

15 Aug 2012: On the random cluster model. III. The simple random-cluster process. Physica 59, 545–570.20. ... Proceedings of the Cambridge Philosophical Society 56, 13–20.29. Hauge, E. H.

20 Dec 2012: 58 104 1:68 103 3:29 103 5:52 1030.50 1:31 104 6:18 104 1:58 103 3:10 103 5:20 1030.51 1:23 104 ... 20 104 1:15 1030.69 3:88 105 1:58 104 3:64 104 6:60 104 1:05 1030.70 3:56 105 1:45 104 3:35 104

2 Jul 2012: 3.11. Percolation on non-amenable graphs. In the last 20 years, therehas been a good deal of interest in random processes on graphs whose sur-face/volume ratio does not ... Probab. 23 (1995), 1024–1060. 20. I. Benjamini, R. Lyons, Y. Peres, and O.

15 Aug 2012: t)) =. xK. ǫ(fx δex). pxθn(p. ′(t)). (4.20). = ǫ. {. x:fxδex. (fx δex). pxθn(p. ′(t)). x:fx<δex. (fx δex). pxθn(p. ′(t)). }. ǫ. {a. x:fxδex. (fx ... whence (using (4.19) again). δ. xK. ex δ(. 34 |K|ǫ. 20. )

15 Aug 2012: 13 (1998), 467–483. 10. Jiang, T., Li, M., Vitányi, P., The average-case area of Heilbronn-type triangles, RandomStructures and Algorithms 20 (2002), 206–219.

15 Aug 2012: Results forundirected percolation include [16, 18, 20], and the directed case has been studiedin [5] using the method of ‘unpredictable paths’. ... 8, Springer, Berlin–Heidelberg–New York, 1987, pp. 13–20. 2. Aizenman, M., Newman, C.

15 Aug 2012: The history of this isslightly vague. It was certainly known in 1978, but appeared rst in print in1989 ([28]); further results appeared in [20]. ... 20 GEOFFREY R. GRIMMETTIn further work, Ruijgrok and Cohen [66] have proposed a study of rotator'models