cp's OEIS Frontend

This is a front-end for the Online Encyclopedia of Integer Sequences, made by Christian Perfect. The idea is to provide OEIS entries in non-ancient HTML, and then to think about how they're presented visually. The source code is on GitHub.

A167979 Linearize the arrays A099627 A124922 ... defined in A167204 and based on A161924 then concatenate to form a new table.

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%I A167979 #5 Mar 31 2012 21:08:40
%S A167979 1,2,6,3,10,12,4,13,20,14,5,18,25,22,24,7,21,36,29,40,26,8,27,41,38,
%T A167979 49,42,28,9,34,51,45,72,53,44,30,11,37,68,59,81,74,57,46,48,15,43,73,
%U A167979 70,99,85,76,61,80,50,16,55,83,77,136,107,89,78,97,82,52
%N A167979 Linearize the arrays A099627 A124922 ... defined in A167204 and based on A161924 then concatenate to form a new table.
%C A167979 Contribution from _Alford Arnold_, Nov 29 2009: (Start)
%C A167979 Note that the values within A167977 identify the number partitioned described in A125106 and A161924.
%C A167979 (End)
%e A167979 The resulting table begins:
%e A167979 ..1..2..3..4..5..7..8
%e A167979 ..6.10.13.18.21.27
%e A167979 .12.20.25.36.41
%e A167979 .14.22.29.38
%e A167979 etc.
%e A167979 Contribution from _Alford Arnold_, Nov 29 2009: 4 equals 2+2 which maps to the natural number 6 (binary 110) and 6 appears in the second array (A124922).
%Y A167979 Cf. A099627 A124922 A167204 A161924
%Y A167979 Contribution from _Alford Arnold_, Nov 29 2009: (Start)
%Y A167979 A125106(Describes the mapping to partitions). A167977 is A161511(A167979).
%Y A167979 (End)
%K A167979 nonn,tabl,uned
%O A167979 1,2
%A A167979 _Alford Arnold_, Nov 15 2009
%E A167979 Corrected By _Alford Arnold_, Nov 29 2009