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math.DS2020
Note on the Equilibrium Measures of Julia sets of Exceptional Jacobi Polynomials
Á. P. Horváth
We prove that similarly to the standard case, the equilibrium measure of Julia sets of exceptional Jacobi polynomials tends to the equilibrium measure of the interval of orthogonal…
math.CA2020
Discrete diffusion semigroups associated with Dunkl-Jacobi and exceptional Jacobi polynomials
Á. P. Horváth
Some weighted inequalities for the maximal operator with respect to the discrete diffusion semigroups associated with exceptional Jacobi and Dunkl-Jacobi polynomials are given. Thi…
math.CA2020★ 3 cited
Multiplication operator and exceptional Jacobi polynomials
Á. P. Horváth
Below the normalized weighted reciprocal of the Christoffel function with respect to exceptional Jacobi polynomials is investigated. It is proved that it tends to the equilibrium m…