%I A039814
%S A039814 1,2,1,7,6,1,35,40,12,1,228,315,130,20,1,1834,2908,1485,320,
%T A039814 30,1,17582,30989,18508,5005,665,42,1,195866,375611,253400,
%U A039814 81088,13650,1232,56,1,2487832,5112570,3805723,1389612,279048
%V A039814 1,-2,1,7,-6,1,-35,40,-12,1,228,-315,130,-20,1,-1834,2908,-1485,320,
%W A039814 -30,1,17582,-30989,18508,-5005,665,-42,1,-195866,375611,-253400,
%X A039814 81088,-13650,1232,-56,1,2487832,-5112570,3805723,-1389612,279048
%N A039814 Matrix square of Stirling-1 Triangle A008275.
%F A039814 E.g.f. k-th column: ((ln(1+ln(1+x)))^k)/k!.
%e A039814 1; -2,1; 7,-6,1; -35,40,-12,1; ...
%Y A039814 Cf. A039815-A039817. |a(n, 1)| = A003713(n) (first column).
%Y A039814 Sequence in context: A091700 A157743 A135895 this_sequence A160201 A078301
A060583
%Y A039814 Adjacent sequences: A039811 A039812 A039813 this_sequence A039815 A039816
A039817
%K A039814 sign,tabl,nice
%O A039814 1,2
%A A039814 Christian G. Bower (bowerc(AT)usa.net), Feb 15 1999.
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