“…These polynomials are derived by applying the limit to the Jacobi-Piñeiro type I polynomials (8), as described in:…”
Section: Hypergeometric Expressions For Type I Laguerre Of First Kind...mentioning
confidence: 99%
“…In our work presented in [6], we offer explicit hypergeometric expressions for all type I polynomials within the realm of multiple Hahn orthogonal polynomials under the Askey scheme [5,18], a context encompassing only two weights. Through these efforts, we have successfully constructed bidiagonal factorizations and characterized positive ones [8], as elaborated in [9,14].…”
For a general number
p
≥
2
p\geq 2
of measures, we provide explicit expressions for the Jacobi–Piñeiro and Laguerre of the first kind multiple orthogonal polynomials of type I, presented in terms of generalized hypergeometric functions.
“…These polynomials are derived by applying the limit to the Jacobi-Piñeiro type I polynomials (8), as described in:…”
Section: Hypergeometric Expressions For Type I Laguerre Of First Kind...mentioning
confidence: 99%
“…In our work presented in [6], we offer explicit hypergeometric expressions for all type I polynomials within the realm of multiple Hahn orthogonal polynomials under the Askey scheme [5,18], a context encompassing only two weights. Through these efforts, we have successfully constructed bidiagonal factorizations and characterized positive ones [8], as elaborated in [9,14].…”
For a general number
p
≥
2
p\geq 2
of measures, we provide explicit expressions for the Jacobi–Piñeiro and Laguerre of the first kind multiple orthogonal polynomials of type I, presented in terms of generalized hypergeometric functions.
“…These polynomials are derived by applying the limit to the Jacobi-Piñeiro type I polynomials (8), as described in:…”
Section: Hypergeometric Expressions For Type I Laguerre Of First Kind...mentioning
confidence: 99%
“…In our work presented in [6], we offer explicit hypergeometric expressions for all type I polynomials within the realm of multiple Hahn orthogonal polynomials under the Askey scheme [5,18], a context encompassing only two weights. Through these efforts, we have successfully constructed bidiagonal factorizations and characterized positive ones [8], as elaborated in [9,14].…”
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