We find explicit formulas for raising and lowering first order differential operators for orthogonal matrix polynomials. We derive recurrence relations for the coefficients in the raising and lowering operators. Some examples are given. © 2005 Elsevier B.V. All rights reserved
Using the theory introduced by Casper and Yakimov, we investigate the structure of algebras of diffe...
Using the theory introduced by Casper and Yakimov, we investigate the structure of algebras of diffe...
In this paper we study families of semi-classical orthogonal polynomials within class one. We derive...
We find explicit formulas for raising and lowering first order differential operators for orthogonal...
We find explicit formulas for raising and lowering first order differential operators for orthogonal...
AbstractWe find explicit formulas for raising and lowering first order differential operators for or...
AbstractWe find explicit formulas for raising and lowering first order differential operators for or...
Part I - By combining a general 2nd-order linear homogeneous ordinary differential equation with the...
Part I - By combining a general 2nd-order linear homogeneous ordinary differential equation with the...
Part I - By combining a general 2nd-order linear homogeneous ordinary differential equation with the...
We give a Riemann–Hilbert approach to the theory of matrix orthogonal polynomials. We will focus on ...
AbstractWe study polynomials orthogonal on a uniform grid. We show that each weight function gives t...
We give a Riemann–Hilbert approach to the theory of matrix orthogonal polynomials. We will focus on ...
AbstractIn this work, we introduce the classical orthogonal polynomials in two variables as the solu...
Using the theory introduced by Casper and Yakimov, we investigate the structure of algebras of diffe...
Using the theory introduced by Casper and Yakimov, we investigate the structure of algebras of diffe...
Using the theory introduced by Casper and Yakimov, we investigate the structure of algebras of diffe...
In this paper we study families of semi-classical orthogonal polynomials within class one. We derive...
We find explicit formulas for raising and lowering first order differential operators for orthogonal...
We find explicit formulas for raising and lowering first order differential operators for orthogonal...
AbstractWe find explicit formulas for raising and lowering first order differential operators for or...
AbstractWe find explicit formulas for raising and lowering first order differential operators for or...
Part I - By combining a general 2nd-order linear homogeneous ordinary differential equation with the...
Part I - By combining a general 2nd-order linear homogeneous ordinary differential equation with the...
Part I - By combining a general 2nd-order linear homogeneous ordinary differential equation with the...
We give a Riemann–Hilbert approach to the theory of matrix orthogonal polynomials. We will focus on ...
AbstractWe study polynomials orthogonal on a uniform grid. We show that each weight function gives t...
We give a Riemann–Hilbert approach to the theory of matrix orthogonal polynomials. We will focus on ...
AbstractIn this work, we introduce the classical orthogonal polynomials in two variables as the solu...
Using the theory introduced by Casper and Yakimov, we investigate the structure of algebras of diffe...
Using the theory introduced by Casper and Yakimov, we investigate the structure of algebras of diffe...
Using the theory introduced by Casper and Yakimov, we investigate the structure of algebras of diffe...
In this paper we study families of semi-classical orthogonal polynomials within class one. We derive...
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