%I A035282
%S A035282 1,5,6,10,24,21,40,30,31,60,64,50,84,120,60,50,144,120,124,85,144,200,
%T A035282 160,126,91,180,240,240,155,204,220,300,410,320,156,264,280,210,360,300,
%U A035282 304,384,420,170,400,504,360,300,364,384,250,400,504,960,424,720,310
%N A035282 Expansion of zeta function of icosian ring.
%C A035282 Let zetaI(s) be the zeta function of icosian ring: zetaI(s)=zetaQ(tau)(2s)*zetaQ(tau)(2s-1) 
               where zetaQ(tau)(s) is defined in A035187; then zetaI(s) = sum(n>
               =1,a(n)/A031363(n)^(2s))
%H A035282 M. Baake and R. V. Moody, <a href="http://mahler.math-inf.uni-greifswald.de/
               preprints.html">Similarity submodules and root systems in four dimensions</
               a>, Canad. J. Math. (1999), 51 1258-1276.
%H A035282 M. Baake and R. V. Moody, <a href="http://www.mathematik.uni-bielefeld.de/
               baake/preprints.html">Similarity submodules and root systems in four 
               dimensions</a>, Canad. J. Math. (1999), 51 1258-1276.
%Y A035282 Cf. A031363, A078472, A078473.
%Y A035282 Sequence in context: A011985 A056050 A035111 this_sequence A075156 A075904 
               A018834
%Y A035282 Adjacent sequences: A035279 A035280 A035281 this_sequence A035283 A035284 
               A035285
%K A035282 easy,nonn
%O A035282 1,2
%A A035282 N. J. A. Sloane (njas(AT)research.att.com).