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...
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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 ...
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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 $...
(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....
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...