Search: id:A081094
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%I A081094
%S A081094 2,2,3,4,5,5,5,5,7,9,11,10,10,10,14,16,20,19,21,19,26,28,36,31,37,33,48,
%T A081094 46,63,52,68,53,82,70,107,78,117,82,145,104,181,113,202,113,244,141,306,
%U A081094 149,346,146,419,171,514,171,593,152,714,169,878,143,1017,87,1228,64,1497
%V A081094 2,-2,3,-4,5,-5,5,-5,7,-9,11,-10,10,-10,14,-16,20,-19,21,-19,26,-28,36,
               -31,37,-33,48,
%W A081094 -46,63,-52,68,-53,82,-70,107,-78,117,-82,145,-104,181,-113,202,-113,244,
               -141,306,
%X A081094 -149,346,-146,419,-171,514,-171,593,-152,714,-169,878,-143,1017,-87,1228,
               -64,1497
%N A081094 4th differences of partition numbers A000041.
%C A081094 Comtet appears to say this is nonnegative, which is only true for n sufficiently 
               large.
%C A081094 An explanation is given by Odlyzko. - Moshe Newman (moshnoiman(AT)gmail.com), 
               Jun 11 2006
%D A081094 L. Comtet, Advanced Combinatorics, Reidel, 1974, p. 115.
%D A081094 A. M. Odlyzko, Differences of the partition function, Acta Arith., 49 
               (1988), pp. 237-254
%Y A081094 Cf. A000041, A002865, A053445, A072380, A081095.
%Y A081094 Sequence in context: A022820 A069928 A135585 this_sequence A054633 A072490 
               A085972
%Y A081094 Adjacent sequences: A081091 A081092 A081093 this_sequence A081095 A081096 
               A081097
%K A081094 sign
%O A081094 0,1
%A A081094 N. J. A. Sloane (njas(AT)research.att.com), Apr 25 2003

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