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Monotone Jacobi parameters and non-Szegő weights
Authors:Yury Kreimer  Yoram Last  Barry Simon  
Institution:aInstitute of Mathematics, The Hebrew University, 91904 Jerusalem, Israel;bMathematics 253-37, California Institute of Technology, Pasadena, CA 91125, USA
Abstract:We relate asymptotics of Jacobi parameters to asymptotics of the spectral weights near the edges. Typical of our results is that for an≡1, bn=−Cnβ (View the MathML source), one has View the MathML source on (−2,2), and near x=2, View the MathML source where
View the MathML source
Keywords:Orthogonal polynomials  Schrö  dinger operators  Spectral weights  Szegő  condition
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