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20082023
most citedWeighted Fejér Constants and Fekete Sets

2 citations · 4 across the 10 of their papers we have counts for

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9 papers · 1 filter

math.CA2023

-capacity with Bessel convolution

Á. P. Horváth

We define and examine nonlinear potential by Bessel convolution with Bessel kernel. We investigate removable sets with respect to Laplace-Bessel inequality. By studying the maximal…

math.CA2022

Translation beyond Delsarte

Á. P. Horváth

We introduce general translations as solutions to Cauchy or Dirichlet problems. This point of view allows us to handle the heat-diffusion semigroup as a translation. With the given…

math.CA2018

Translation operator with exceptional Laguerre polynomials

Á. P. Horváth

We extend the notion of general translation operator to exceptional Laguerre polynomials. To this we investigate the associated singular hyperbolic Cauchy problem. We derive a maxi…

math.CA2016★ 1 cited

The energy function with respect to the zeros of the exceptional Hermite polynomials

Á. P. Horváth

We examine the energy function with respect to the zeros of exceptional Hermite polynomials. The localization of the eigenvalues of the Hessian is given in the general case. In som…

math.CA2016

Chromatic Derivatives and Expansions with Weights

Á. P. Horváth

Chromatic derivatives and series expansions of bandlimited functions have recently been introduced in signal processing and they have been shown to be useful in practical applicati…

math.CA2014★ 1 cited

The Electrostatic Properties of Zeros of Exceptional Laguerre and Jacobi Polynomials and stable interpolation

Á. P. Horváth

We will examine the electrostatic properties of exceptional and regular zeros of -Laguerre and -Jacobi polynomials. Since there is a close connection between the electros…