“…Recently, a distributional Rodrigues formula for non-symmetric Dunkl-classical orthogonal polynomial sequences has been established [7], and the previous formula was employed to determine the recurrence coefficients of the second-order recurrence relation that non-symmetric T \mu -classical orthogonal sequences satisfy.…”
Section: Introduction and Preliminaries Resultsmentioning
In this paper, we determine the moments and an integral representation for the non-symmetric Dunkl-classical form.Знайдено моменти та iнтегральне представлення для несиметричної класичної за Данклом форми.
“…Recently, a distributional Rodrigues formula for non-symmetric Dunkl-classical orthogonal polynomial sequences has been established [7], and the previous formula was employed to determine the recurrence coefficients of the second-order recurrence relation that non-symmetric T \mu -classical orthogonal sequences satisfy.…”
Section: Introduction and Preliminaries Resultsmentioning
In this paper, we determine the moments and an integral representation for the non-symmetric Dunkl-classical form.Знайдено моменти та iнтегральне представлення для несиметричної класичної за Данклом форми.
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