AbstractLittle q-Laguerre polynomials {pn(⋅;a|q)}n=0∞ are classically defined for 0<q<1 and 0<aq<1. After extending this family to a new one in which arbitrary real values of the parameter a are allowed, we give an orthogonality condition for those cases for which Favard’s Theorem fails to work
AbstractIn this paper, polynomials which are orthogonal with respect to the inner product〈p,r〉S=∑k=0...
AbstractThe orthogonality of the generalized Laguerre polynomials, {L(α)n(x)}n⩾0, is a well known fa...
碩士[[abstract]]此論文主要是研究與Laguerre多項式序列相關之正交性問題。[[abstract]]The main course of the thesis is researchin...
AbstractBig q-Jacobi polynomials {Pn(⋅;a,b,c;q)}n=0∞ are classically defined for 0<a<q−1, 0<b<q−1 an...
Abstract. The family of q-Laguerre polynomials fL()n (; q)g1n=0 is usu-ally dened for 0 < q < ...
AbstractThe support of the orthogonality measure of so-called little q-Laguerre polynomials {ln(.;a|...
The support of the orthogonality measure of so-called little q-Laguerre polynomials {l(n) (.; a vert...
AbstractIn this paper, we solve a characterization problem in the context of the d-orthogonality. Th...
AbstractLittle q-Laguerre polynomials {pn(⋅;a|q)}n=0∞ are classically defined for 0<q<1 and 0<aq<1. ...
AbstractIn this paper, we solve a characterization problem in the context of the d-orthogonality. Th...
AbstractWe study polynomials {Lnα, M0, M1,…, MN(x; q)}n = 0∞ orthogonal with respect to the inner pr...
AbstractBig q-Jacobi polynomials {Pn(⋅;a,b,c;q)}n=0∞ are classically defined for 0<a<q−1, 0<b<q−1 an...
AbstractOrthogonality of the Jacobi and Laguerre polynomials, Pn(α,β) and Ln(α), is established for ...
In this paper, we study the quasi-orthogonality of orthogonal polynomials. New results on the locati...
In this paper, we study the quasi-orthogonality of orthogonal polynomials. New results on the locati...
AbstractIn this paper, polynomials which are orthogonal with respect to the inner product〈p,r〉S=∑k=0...
AbstractThe orthogonality of the generalized Laguerre polynomials, {L(α)n(x)}n⩾0, is a well known fa...
碩士[[abstract]]此論文主要是研究與Laguerre多項式序列相關之正交性問題。[[abstract]]The main course of the thesis is researchin...
AbstractBig q-Jacobi polynomials {Pn(⋅;a,b,c;q)}n=0∞ are classically defined for 0<a<q−1, 0<b<q−1 an...
Abstract. The family of q-Laguerre polynomials fL()n (; q)g1n=0 is usu-ally dened for 0 < q < ...
AbstractThe support of the orthogonality measure of so-called little q-Laguerre polynomials {ln(.;a|...
The support of the orthogonality measure of so-called little q-Laguerre polynomials {l(n) (.; a vert...
AbstractIn this paper, we solve a characterization problem in the context of the d-orthogonality. Th...
AbstractLittle q-Laguerre polynomials {pn(⋅;a|q)}n=0∞ are classically defined for 0<q<1 and 0<aq<1. ...
AbstractIn this paper, we solve a characterization problem in the context of the d-orthogonality. Th...
AbstractWe study polynomials {Lnα, M0, M1,…, MN(x; q)}n = 0∞ orthogonal with respect to the inner pr...
AbstractBig q-Jacobi polynomials {Pn(⋅;a,b,c;q)}n=0∞ are classically defined for 0<a<q−1, 0<b<q−1 an...
AbstractOrthogonality of the Jacobi and Laguerre polynomials, Pn(α,β) and Ln(α), is established for ...
In this paper, we study the quasi-orthogonality of orthogonal polynomials. New results on the locati...
In this paper, we study the quasi-orthogonality of orthogonal polynomials. New results on the locati...
AbstractIn this paper, polynomials which are orthogonal with respect to the inner product〈p,r〉S=∑k=0...
AbstractThe orthogonality of the generalized Laguerre polynomials, {L(α)n(x)}n⩾0, is a well known fa...
碩士[[abstract]]此論文主要是研究與Laguerre多項式序列相關之正交性問題。[[abstract]]The main course of the thesis is researchin...
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