نتایج جستجو برای: sylvester system

تعداد نتایج: 2231989  

2006
Erich Kaltofen Zhengfeng Yang Lihong Zhi

The task of determining the approximate greatest common divisor (GCD) of univariate polynomials with inexact coefficients can be formulated as computing for a given Sylvester matrix a new Sylvester matrix of lower rank whose entries are near the corresponding entries of that input matrix. We solve the approximate GCD problem by a new method based on structured total least norm (STLN) algorithms...

2007
Tom Bella Vadim Olshevsky Lev Sakhnovich

In this paper we obtain several results on the rank properties of Hadamard matrices (including Sylvester Hadamard matrices) as well as (generalized) Hadamard matrices. These results are used to show that the classes of (generalized) Sylvester Hadamard matrices and of generalized pseudo-noise matrices are equivalent, i.e., they can be obtained from each other by means of row/column permutations....

2016
Karl Dilcher Christophe Vignat

We prove an explicit formula for the polynomial part of a restricted partition function, also known as the first Sylvester wave. This is achieved by way of some identities for higher-order Bernoulli polynomials, one of which is analogous to Raabe’s well-known multiplication formula for the ordinary Bernoulli polynomials. As a consequence of our main result we obtain an asymptotic expression of ...

2004
Robert A. Granat Bo Kågström

Recent ScaLAPACK-style implementations of the BartelsStewart method and the iterative matrix-sign-function-based method for solving continuous-time Sylvester matrix equations are evaluated with respect to generality of use, execution time and accuracy of computed results. The test problems include well-conditioned as well as illconditioned Sylvester equations. A method is considered more genera...

Journal: :Discrete & Computational Geometry 2005

Journal: :The Annals of Iowa 1898

Journal: :The Ramanujan Journal 2017

2002
MARK W. MECKES

We consider moments of the normalized volume of a symmetric or nonsymmetric random polytope in a fixed symmetric convex body. We investigate for which bodies these moments are extremized, and calculate exact values in some of the extreme cases. We show that these moments are maximized among planar convex bodies by parallelograms.

2002
CRAIG A. ANDERSON KATHRYN B. ANDERSON

Imagine the following scenario. You are in your overpriced hotel room, reviewing your notes for an important presentation that you will be giving later in the day. The people next door have their television cranked to maximum volume. It is so loud that you can hear the dialogue as well as the gunfire and explosions; it is from Sylvester Stallone's movie Judge Dredd. Despite an earlier request t...

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