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The Dω—classical orthogonal polynomials
Results in Mathematics, 1997This is an expository paper; it aims to give an essentially self-contained overview of discrete classical polynomials from their characterizations by Hahn’s property and a Rodrigues’ formula which allows us to construct it. The integral representations of corresponding forms are given.
F. Abdelkarim, P. Maroni
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Classical Continuous Orthogonal Polynomials
2020Classical orthogonal polynomials (Hermite, Laguerre, Jacobi and Bessel) constitute the most important families of orthogonal polynomials. They appear in mathematical physics when Sturn-Liouville problems for hypergeometric differential equation are studied. These families of orthogonal polynomials have specific properties. Our main aim is to: 1.
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Click and Bio-Orthogonal Reactions with Mesoionic Compounds
Chemical Reviews, 2021Margaux Riomet +2 more
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Fabrication of Biomedical Scaffolds Using Biodegradable Polymers
Chemical Reviews, 2021Alina Kirillova +2 more
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Classification of classical orthogonal polynomials
1997The authors consider the differential equation \[ l_2(x)y''+ l_1(x)y'= \lambda_n y(x), \tag{\(*\)} \] , where \(x\in R\), \(l_1(x)= l_{11}x+ l_{10}\) and \(l_2(x)= l_{22}x^2+ l_{21}x+ l_{20}\) with certain coefficients \(l_{ij}\) while \(\lambda_n= n(n-1)l_{22}+ nl_{11}\) \((n\geq 0)\), and discuss different cases for which \((*)\) has polynomial ...
KIL H. KWON, Lance L. Littlejohn
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Grant-Free Non-Orthogonal Multiple Access for IoT: A Survey
IEEE Communications Surveys and Tutorials, 2020Muhammad Basit Shahab +2 more
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Orthogonal-array dynamic molecular sieving of propylene/propane mixtures
Nature, 2021Heng Zeng, Mo Xie, Rong-Jia Wei
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Putting precision and elegance in enzyme immobilisation with bio-orthogonal chemistry
Chemical Society Reviews, 2022Xiaolin Pei, Jun Xu, Anming Wang
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Power-Domain Non-Orthogonal Multiple Access (NOMA) in 5G Systems: Potentials and Challenges
IEEE Communications Surveys and Tutorials, 2017S M Riazul Islam, Octavia A Dobre
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