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.

A306742 Number of length-n binary words that can be written as the concatenation of two unbordered binary words.

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%I A306742 #13 Mar 24 2019 06:42:28
%S A306742 0,4,6,14,26,54,104,210,412,832,1654,3330,6670,13452,27004,54414,
%T A306742 109400,220264,442938,891256,1791894,3603128,7241452,14552628,
%U A306742 29234478,58720290,117911510,236729446,475169660,953616548,1913446072,3838773120,7700145556,15443494464,30969376788,62096345834,124493833506
%N A306742 Number of length-n binary words that can be written as the concatenation of two unbordered binary words.
%C A306742 A word w is bordered if it has a nonempty prefix, unequal to w, that is also a suffix.  A word is unbordered if it is not bordered.
%e A306742 For n = 5, the 6 words that are not so expressible are 00000, 00100, 01010, and their complements.
%Y A306742 Cf. A003000.
%K A306742 nonn
%O A306742 1,2
%A A306742 _Jeffrey Shallit_, Mar 07 2019
%E A306742 a(23)-a(37) from _Bert Dobbelaere_, Mar 24 2019