Search: id:A054676
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%I A054676
%S A054676 1,3,2,29,67,2261,499,7601,163673,3146141,16688347,232429801,
%T A054676 1220661809,1475887019,96968880223,5041994433457,25104916552337,
%U A054676 4417388168138681,279381762131009,383174447010300497
%N A054676 Numerator of expected length of longest increasing subsequence of a permutation 
               of length n.
%H A054676 A. M. Odlyzko and E. M. Rains, <a href="http://www.dtc.umn.edu/~odlyzko/
               doc/probability.html">On longest increasing subsequences in random 
               permutations</a>, pp. 439-451 in Analysis, Geometry, Number Theory: 
               The Mathematics of Leon Ehrenpreis, E. L. Grinberg, S. Berhanu, M. 
               Knopp, G. Mendoza and E. T. Quinto, eds., Amer. Math. Soc., Contemporary 
               Math. #251, 2000.
%Y A054676 Cf. A054677.
%Y A054676 Sequence in context: A102056 A065353 A046272 this_sequence A154332 A136635 
               A062743
%Y A054676 Adjacent sequences: A054673 A054674 A054675 this_sequence A054677 A054678 
               A054679
%K A054676 nonn,frac,nice,easy
%O A054676 1,2
%A A054676 Eric M. Rains (rains(AT)caltech.edu), Apr 19 2000

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