Argument conditions for Hurwitz and Schur polynomials from networktheory

Bose N.K.

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Argument conditions for Hurwitz and Schur polynomials from networktheory

机译：网络理论中Hurwitz和Schur多项式的参数条件

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摘要

The monotonicity conditions, recently given, for the arguments of Hurwitz polynomials, as well as some of their associated polynomials, are, very simply, derived using well-established results in network theory. Corresponding results for Schur polynomials may also be obtained

机译：最近给出的Hurwitz多项式及其某些相关多项式的参数的单调性条件非常简单，是使用网络理论中公认的结果得出的。也可以得到Schur多项式的相应结果

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来源
《IEEE Transactions on Automatic Control》 |1994年第2期|p.345-346|共2页
作者
Bose N.K.;
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正文语种 eng
中图分类自动化系统;
关键词
circuit theory; polynomials; Hurwitz polynomials; Schur polynomials; argument conditions; network theory;

机译：电路理论;多项式;Hurwitz多项式;Schur多项式;参数条件;网络理论;

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专利

1. Corrections and Clarifications to "Argument Conditions for Hurwitz and Schur Polynomials from Network Theory" [J] . Bose N.K. IEEE Transactions on Automatic Control . 1997,第2期

机译：对“基于网络理论的Hurwitz和Schur多项式的论证条件”的更正和澄清
2. Argument conditions for Hurwitz and Schur polynomials from network theory [J] . Bose N.K. IEEE Transactions on Automatic Control . 1994,第2期

机译：基于网络理论的Hurwitz和Schur多项式的参数条件
3. Tests for Hurwitz and Schur properties of convex combination of complex polynomials [J] . Bose N.K. IEEE Transactions on Circuits and Systems . 1989,第9期

机译：多项式凸组合的Hurwitz和Schur性质检验
4. Robust Hurwitz-Schur stability conditions of polytopes of 2-D polynomials [C] . Yang Xiao . 2001

机译：二维多项式的多项式的鲁棒Hurwitz-Schur稳定性条件
5. Hurwitz quaternion valued polynomials and their denominators . [D] . Pavlovski, Mark. 2010

机译：Hurwitz四元数多项式及其分母。
6. Schur-convexity Schur-geometric and Schur-harmonic convexity for a composite function of complete symmetric function [O] . Huan-Nan Shi, Jing Zhang, Qing-Hua Ma -1

机译：完全对称函数的复合函数的Schur凸Schur几何和Schur调和凸
7. Characterization of Hurwitz and Schur polynomials in the complex case [O] . BENIDIR (M.) 1988

机译：复杂情形下Hurwitz和schur多项式的刻画
8. Spans of Polynomials and the Spans of a Laguerre-Polya-Schur Sequence of Polynomials. [R] . Schoenberg, I. J. 1984

机译：多项式的跨度和Laguerre-polya-schur多项式序列的跨度。

Argument conditions for Hurwitz and Schur polynomials from networktheory

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