Computing the reciprocal of a polynomial in z modulo a power z n is well known to be closely linked to polynomial division and equivalent to the inversion ...
Abstract. Computing the reciprocal of a polynomial in z modulo a power zn is well known to be closely linked to polynomial division and.
Computing the reciprocal of a polynomial in z modulo a power z n is well known to be closely linked to polynomial division and equivalent to the inversion ...
TL;DR: A new numerical and inherently parallel algorithm for solving banded (strictly) diagonally dominant triangular and banded Toeplitz systems of linear ...
Sep 5, 2011 · Acceleration of the inversion of triangular Toeplitz matrices and polynomial division · Author Picture Brian J. Murphy. Pages 321–332. Computing ...
An algorithm requiring 0(n \log n) operations is proposed for the inversion of triangular Toeplitz matrices. This algorithm is faster than existing ...
In this paper, we present an approximate inversion method for triangular Toeplitz matrices based on trigonometric polynomial interpolation.
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Three division algorithms are presented for univariate Bernstein polynomials ... Murphy B(2011)Acceleration of the inversion of triangular Toeplitz matrices ...
Oct 22, 2024 · A sequence inverse relationship can be defined by a pair of infinite inverse matrices. If the pair of matrices are the same, they define a dual ...
The acceleration provided by the doubly exponential convergence is paid by a higher logical complexity of the algorithms and by a computational cost per step ...