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- W2038821070 abstract "Let µ be a finite positive Borel measure supported on R , L f ] = x f ? + ( α + 1 - x ) f ' with α - 1 , or L f ] = 1 2 f ? - x f ' , and m a natural number. We study algebraic, analytic and asymptotic properties of the sequence of monic polynomials { Q n } n m that satisfy the orthogonality relations ? L Q n ] ( x ) x k d µ ( x ) = 0 for?all 0 ? k ? n - 1 . We also provide a fluid dynamics model for the zeros of these polynomials." @default.
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- W2038821070 date "2015-08-01" @default.
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- W2038821070 title "Differential orthogonality" @default.
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