Search: id:A035230
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%I A035230
%S A035230 1,0,196884,42987520,2592899910,80983425024,1666013203000,25512139800576,
%T A035230 312598958503545,3211927093248000,28587962068059780,225673933095936000,
%U A035230 1608331026494712234,10491764636229304320,63336131453375852760
%V A035230 1,0,-196884,-42987520,-2592899910,-80983425024,-1666013203000,-25512139800576,
%W A035230 -312598958503545,-3211927093248000,-28587962068059780,-225673933095936000,
%X A035230 -1608331026494712234,-10491764636229304320,-63336131453375852760
%N A035230 Fourier coefficients of T_0.
%C A035230 In Siegel's notation, Delta has been normalized already.
%C A035230 T_0 is unique weight-2 normalized meromorphic modular form for SL(2,Z) 
               with all poles at infinity.
%D A035230 C. L. Siegel, Advanced Analytic Number Theory, Tata Institute of Fundamental 
               Research, Bombay, 1980, pp. 249-268.
%F A035230 G.f.: G_14/Delta (in Siegel's notation.)
%e A035230 T_0 = 1/q - 196884q - 42987520q^2 - ...
%Y A035230 Sequence in context: A113919 A001379 A014708 this_sequence A099818 A043592 
               A126558
%Y A035230 Adjacent sequences: A035227 A035228 A035229 this_sequence A035231 A035232 
               A035233
%K A035230 sign,easy
%O A035230 -1,3
%A A035230 Barry Brent (barryb(AT)primenet.com)

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