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Notamathematician
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Number of open tours by a biased rook on a specific $f(n)\times 1$ board which end on a $k$-th cell from the right
@BrianHopkins, thank you for comment! Typos corrected.
revised
Number of open tours by a biased rook on a specific $f(n)\times 1$ board which end on a $k$-th cell from the right
added 4 characters in body
revised
Number of open tours by a biased rook on a specific $f(n)\times 1$ board which end on a $k$-th cell from the right
edited tags
awarded
 Promoter
comment
Subsequence of the cubes
More generally, $a\left(\frac{2^{km}-1}{2^k-1}\right)=(a(2^m-1))^{2k-1}$.
asked
Oscillator in Langton's ant
revised
Recurrence for the viabin numbers of the self-conjugate integer partitions
deleted 534 characters in body
asked
Recurrence for the viabin numbers of the self-conjugate integer partitions
awarded
 Scholar
awarded
 Supporter
accepted
Subsequence of the cubes
comment
Subsequence of the cubes
@PeterTaylor, thank you for comment! How did you get this result?
asked
Subsequence of the cubes
revised
A subsequence expressed in terms of a sum with a triangle
added 8 characters in body
awarded
 Student
asked
A subsequence expressed in terms of a sum with a triangle
revised
Number of open tours by a biased rook on a specific $f(n)\times 1$ board which end on a $k$-th cell from the right
added 4 characters in body
revised
Number of open tours by a biased rook on a specific $f(n)\times 1$ board which end on a $k$-th cell from the right
added 1 character in body
revised
Number of open tours by a biased rook on a specific $f(n)\times 1$ board which end on a $k$-th cell from the right
added 37 characters in body
asked
Number of open tours by a biased rook on a specific $f(n)\times 1$ board which end on a $k$-th cell from the right
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