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Notamathematician
  • Member for 3 years, 7 months
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asked
Stolarsky array and Stolarsky representation
revised
Permutation to get Stolarsky representation from lazy Fibonacci (dual Zeckendorf) representation
added 863 characters in body
revised
Permutation to get Stolarsky representation from lazy Fibonacci (dual Zeckendorf) representation
edited body
asked
Permutation to get Stolarsky representation from lazy Fibonacci (dual Zeckendorf) representation
accepted
Coefficients of number of the same terms which are arising from iterations based on binary expansion of $n$
asked
Coefficients of number of the same terms which are arising from iterations based on binary expansion of $n$
revised
Permutation using irreducible fractions
added 38 characters in body
asked
Permutation using irreducible fractions
revised
Conjecture on A057030
deleted 33 characters in body
comment
Subsequence such that $c(a(n))=2^n$
@AlapanDas, could you please tell me your e-mail? I would like to share with you an idea for an article.
comment
Subsequence such that $c(a(n))=2^n$
@AlapanDas, thank you very much!
comment
Subsequence such that $c(a(n))=2^n$
@AlapanDas, thank you for comment! Very nice observation! Do you have a proof?
asked
Subsequence such that $c(a(n))=2^n$
revised
Closed form for the A347205
added 34 characters in body
asked
Closed form for the A347205
asked
Closed form for the sum of the integer coefficients
asked
Closed form for the number of permutations with a given excedance set
comment
Closed form for the number of steps required to get $n$ balls in the last box
@PeterTaylor, thank you for suggestion!
comment
Closed form for the number of steps required to get $n$ balls in the last box
@PeterTaylor, thank you for editing A077071! Do you have any ideas how to improve my comment about balls and boxes?
comment
Closed form for the number of steps required to get $n$ balls in the last box
@PeterTaylor, ok, done.
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