J. C. García-Ardila

most citedGeronimus transformations for sequences of

d

-orthogonal polynomials

1 citations · 1 across the 3 of their papers we have counts for

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math.FA2019

On the Darboux transformations and sequences of $p$ -orthogonal polynomials

D. Barrios Rolanía, J. C. García-Ardila, D. Manrique

For a fixed $p \in N$ , sequences of polynomials ${P_{n}}$ , $n \in N$ , defined by a $(p + 2)$ -term recurrence relation are related to several topics in Approximation…

math.FA2019★ 1 cited

Geronimus transformations for sequences of $d$ -orthogonal polynomials

D. Barrios Rolanía, J. C. García-Ardila

In this paper an extension of the concept of Geronimus transformation for sequences of $d$ -orthogonal polynomials ${P_{n}}$ is introduced. The transformed sequences ${P_{n}^{(k)}}$ …

On the Darboux transformations and sequences of p-orthogonal polynomials

Geronimus transformations for sequences of d-orthogonal polynomials

On the Darboux transformations and sequences of $p$ -orthogonal polynomials

Geronimus transformations for sequences of $d$ -orthogonal polynomials