Directory UMM :Data Elmu:jurnal:J-a:Journal of Computational And Applied Mathematics:Vol102.Issue1.1999:
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P.N. Our aim is to nd q when adjacent eigenvalues of the same type become equal yielding double points of the given Mathieu equation. A method is developed to locate the rst
Necessary and sucient conditions for membership in k -UCV, as well as sharp growth and distortion theorems for k -uniformly convex functions are given.. The obtained results
But there also exist Markov functions f with smooth dening measures such that the rational best approximants to f are not unique for odd denominator degrees up to a given one..
The coecients of this equation are given in terms of the polynomials and which appear in the q-Pearson dierence equation D q ( ) = dening the weight of the q-classical
In this paper we will describe two algorithms which allow us to nd the second order linear dierence equation (SODE) which satisfy certain families of polynomials.. We will consider
(i) The polynomials have been computed for generalized Meixner polynomial of class one up to n = 10 from the n ; n generated by the Laguerre–Freud equations given above and also
Freud: when dealing with weighted polynomials (in his case orthogonal polynomials) on an innite interval we can restrict the polynomials to some explicitly given nite intervals
Once again, following the parallel between discrete Sobolev inner product and the standard one but with addition of mass points, they reduced the rst to the latter,
