sigma07-056. 456KB Jun 04 2011 12:10:03 AM
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In this section, we apply our results on the kernel functions for Koornwinder operators to the study of Koornwinder polynomials.. This expression, which appears frequently in
The rest of this paper is organized as follows: in section 2, we set the notations and give the main results. In section 3, we give a few remarks concerning the important
This review is organised as follows. In the Section 2 we give the general algebraic setting for this approach. In the Section 3 several comments are made on the foundation of this
In middle 1990’s Vadim Kuznetsov and Evgeny Sklyanin started to work on applications of the Separation of Variables (SoV) method to symmetric polynomials.. When I read their papers
To finally arrive at an infrared finite cross-section, where we have both initial and final state degeneracies, we can extend this discussion and simply include more
In the paper we have defined, in a restricted case, a function ψ , and we conjecture that its generalizations are the Baker–Akhiezer functions for the KP-CH integrable reductions..
In Section 9 we review them and we present Conjecture which claims that the potential functions given in this note exhaust those of the completely integrable systems satisfying (
[3] Castro M., Gr¨ unbaum F.A., The algebra of matrix valued differential operators associated to a given family of matrix valued orthogonal polynomials: five instructive examples,
