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Difference equations in combinatorics,number theory,and orthogonal polynomials
Authors:Saber Elaydi
Institution:Department of Mathematics , Trinity University , San Antonio , 715 Stadium Drive , TX 78212 , USA
Abstract:In this paper we give an overview of some recent developments in the asymptotics of difference equations. Applications to combinatorics and orthogonal polynomials are briefly indicated. Some conjectures and open problems are presented
Keywords:Asymptotics  Poincaré–Perron theorem  Minimal solutions  Continued fractions  Combinatorics  Orthogonal polynomials  Riemann-Zeta function
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