Extensions of the Dirichlet-Jordan criterion to a general class of orthogonal polynomial expansions J. Approx. Theory, 42 (1984), pp. 138-148 View PDFView articleView in ScopusGoogle Scholar [Mh4] H.N Mhaskar Weighted polynomial approximation J. Approx. Theory, 46 (1986), pp. 100-110 View...
As an off-shoot, we note that, after multiplication by a -Vandermonde determinant, this provides explicit formulas for a large class of Macdonald polynomials with prescribed symmetry. The factorization of the double Macdonald polynomials leads immediately to the generalization of basically every ...
A monoid of Kostka–Foulkes polynomials Download PDF Pasquale Petrullo & Domenico Senato 458 Accesses Explore all metrics Abstract We introduce the monoid of the admissible KF polynomials. These polynomials are invariant under uniform translation of partitions. Moreover, each Kostka–Foulkes ...
View PDFView articleGoogle Scholar [14] S.K. Lando Lectures on Generating Functions AMS (2003) Google Scholar [15] L.L. Littlejohn The Krall polynomials: a new class of orthogonal polynomials Quaest. Math., 5 (1982), pp. 255-265 Google Scholar [16] L.L. Littlejohn On the classificat...
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PDF 引用 收藏 共2个版本 摘要原文 We present an elementary approach in characterizing Lie polynomials in the generators $A,B$ of an algebra with a defining relation that is in the form of a deformed or twisted commutation relation $AB=sigma(BA)$ where the deformation or twisting map $...
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Gangopadhyay, S., Garg, M.: The good lower bound of second-order nonlinearity of a class of Boolean function. http://eprint.iacr.org/2011/452.pdf (2011) Gangopadhyay, S., Sarkar, S., Telang, R.: On the lower bounds of the second order nonlinearity of some Boolean functions. Inform...
(pdf) (see e.g. [ 30 , chapter 2]) for the eigenphases of the dyson circular ensemble (cue). one fundamental application of this formula is to characterise averages over \(u \in u(n)\) of class functions c ( u ) , i.e. symmetric functions of the eigenvalues of u only....