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5 different ways to define the same family of integer sequences
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Integer coefficients and continued fractions
@StevenStadnicki, thank you for comment! I just searched the encyclopedia for sequences corresponding to special cases of the sum of integer coefficients, and then intuitively made a generalization.
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Integer coefficients and continued fractions
@GeraldEdgar, thank you for comment! Done.
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Integer coefficients and continued fractions
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Integer coefficients and integrals
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Integer coefficients and continued fractions
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$R$-recursion for unsigned Genocchi numbers (of first kind) of even index
@MaxAlekseyev, the same coefficients are called several times.
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$R$-recursion for unsigned Genocchi numbers (of first kind) of even index
@MaxAlekseyev, thank you for comment! It is v4[q+3][j+1].
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$R$-recursion for unsigned Genocchi numbers (of first kind) of even index
@AaronBergman, thank you for comment! I am also grateful to you for the answer to my previous question. Could you also answer this one? By the way, I have a lot of questions about $R$-recursions.
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$R$-recursion for Fibonacci numbers using signed Catalan numbers
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Integer coefficients and integrals
@MaxAlekseyev, thank you for comment! Done.
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Integer coefficients and integrals
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Integer coefficients and integrals
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