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A065427
q-expansion of a differential resolvent.
0
0, 0, 2985984, 0, 8230494633984, 3337361219911680, 6228256734040080384, 3805798464766127112192, 3709157902229878153150464, 2551322088493458484723974144, 1975434352763670408966273884160, 1365996733186337666590790664585216
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OFFSET
0,3
REFERENCES
J. McKay, The essentials of Monstrous Moonshine, pp. 347-353 of Groups and Combinatorics, ed. E. Bannai et al., Advanced Studies in Pure Mathematics, 32 (2001), Math. Soc. Japan. See R(f) p. 351.
LINKS
Table of n, a(n) for n=0..11.
FORMULA
In Maple notation: 3/4/(jj-1)^2+8/9/jj^2-(1-1/4-1/9)/jj/(jj-1), where jj = j(t) =
A000521
/1728.
EXAMPLE
2985984*q^2 + 8230494633984*q^4 + 3337361219911680*q^5 + ...
CROSSREFS
Sequence in context:
A254511
A254518
A254818
*
A017406
A017526
A106783
Adjacent sequences:
A065424
A065425
A065426
*
A065428
A065429
A065430
KEYWORD
nonn
AUTHOR
N. J. A. Sloane
, Nov 16 2001
STATUS
approved