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- W2289654433 abstract "Rakhmanov’s theorem establishes a result about the asymptotic behavior of the elements of the Jacobi matrix associated with a measure „ which is deflned on the interval I = [i1;1] with „ 0 > 0 almost everywhere on I. In this work we give a weak version of this theorem, for a measure with support on a connected flnite union of Jordan arcs on the complex plane, in terms of the Hessenberg matrix, the natural generalization of the tridiagonal Jacobi matrix to the complex plane." @default.
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- W2289654433 date "2010-01-01" @default.
- W2289654433 modified "2023-09-24" @default.
- W2289654433 title "A Rakhmanov-like theorem for orthogonal polynomials on Jordan arcs in the complex plane" @default.
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