Search: id:A122962
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%I A122962
%S A122962 2,2,24,0,0,2,240
%N A122962 a(n) = order of the n-th stable homotopy group of the zero sphere, which 
               is the set of homotopy classes of continuous functions S^{n+k} --> 
               S^k, for large k. The n=0 group is infinite; all the others are finite.
%D A122962 Douglas C. Ravenel: Complex cobordism and stable homotopy groups of spheres
%D A122962 Hirosi Toda: Composition Methods in Homotopy Groups of Spheres (Princeton 
               University. Press, 1962).
%Y A122962 Sequence in context: A040082 A014358 A093355 this_sequence A048648 A120065 
               A131448
%Y A122962 Adjacent sequences: A122959 A122960 A122961 this_sequence A122963 A122964 
               A122965
%K A122962 hard,nonn,more
%O A122962 1,1
%A A122962 Jeff Strom (jeff.strom(AT)wmich.edu), Oct 26 2006

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