E. Burlachenko

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20172020

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-expansion of pseudo-involution in the Riordan group

5 citations · 7 across the 6 of their papers we have counts for

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math.NT2020

$α$ , $β$ -expansions of the Riordan matrices of the associated subgroup

E. Burlachenko

We consider the group of the matrices $(1, g (x))$ isomorphic to the group of formal power series $g (x) = x + g_{2} x^{2} + ...$ under composi…

math.NT2020

Numerator polynomials of the Riordan matrices

E. Burlachenko

Riordan matrices are infinite lower triangular matrices corresponding to the certain operators in the space of formal power series. Generalized Euler polynomials ${{g}_{n}}\left( x…

α, β-expansions of the Riordan matrices of the associated subgroup

Numerator polynomials of the Riordan matrices

$α$ , $β$ -expansions of the Riordan matrices of the associated subgroup