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Fast Algorithms for Solving Toeplitz System of Equations and Finding Rational Hermite Interpolants

机译:求解Toeplitz方程组并求出有理Hermite插值的快速算法

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We present a new algorithm that reduces the computation for solving a Toeplitz system to o(n log2 n) and automatically resolves all degenerate cases of the past. Our fundamental results show that all rational Hermite interpolants, including Pade approximants which is intimately related to this solution process, can be computed fast by an Euclidean algorithm. In this report we bring out all these relationship with mathematical justifications and mention important applications including decoding BCH codes. (Author)

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