In this paper we show some results concerning symbolic manipulation of Hankel matrices, as well as some applications of these matrices to Computer Algebra.
The computing time analysis shows that the three first applications of Hankel matrices have the same asymptotic complexity as the currently fastest ...
A Hankel matrix (or catalecticant matrix), named after Hermann Hankel, is a square matrix in which each ascending skew-diagonal from left to right is constant.
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May 31, 2022 · The matrix of a Hankel operator is therefore the bottom left corner of the corresponding Laurent matrix. Contrary to the Laurent and Toepliz ...
PDF | On Sep 30, 1986, Georg Heinig and others published Hankel matrices generated by Markov parameters, Hankel matrix extension, partial realization, ...
In this paper we study a special kind of Hankel matrices with entries in an unique factorization domain (U.F.D.). It is used to construct an algorithm to ...
Not much is known – study of two-dimensional recurrences over finite fields. What is the number of 2D Hankel matrices of rank r? Is it a function of q only, ...
In this paper, we explore the group theory behind Hankel matrices, showing how they can be organized into Lie groups with certain operations.
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A Hankel matrix is a square matrix A whose elements A [[i,j]] are equal to its elements A [[i − 1,j + 1]]. In other words, the skew-diagonals of a Hankel ...
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This is an introduction to some aspects of the numerical linear algebra of large matrices with Toeplitz, Hankel, and Toeplitz-plus-Hankel structures. The ...