CONTROL SINGULARITIES OF CODIMENSIONS ONE AND TWO

机译：控制分类互动度的奇数和两个

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In this paper, we classify singularities of control systems of codimension one and two.

机译：在本文中，我们将控制系统的奇点分类为一两和两个。

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来源
《IFAC Conference on Analysis and Control of Chaotic Systems》|2009年||共6页
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Arthur J. Krener; Wei Kang; Boumediene Hamzi; Issa Tall;
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中图分类 TP273-53;
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Nonlinear control systems; Control singularities; Codimensions one and two;

机译：非线性控制系统;控制奇点;CODIMENSIONS一两;

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专利

1. Codimension-two singularities in 3D affine control systems with a scalar control [J] . Remizov AO Sbornik. Mathematics . 2008,第3a4期

机译：具有标量控制的3D仿射控制系统中的余维2奇点
2. The singular sets of area minimizing rectifiable currents with codimension one and of area minimizing flat chains modulo two with arbitrary codimension [J] . Federer Herbert Bulletin of the American Mathematical Society . 1970,第4期

机译：奇异集的余量为1的最小化可整流电流的面积和任意余量的为模2的最小化扁平链的面积的奇异集
3. The singular sets of area minimizing rectifiable currents with codimension one and of area minimizing flat chains modulo two with arbitrary codimension [J] . Federer Herbert Bulletin of the American Mathematical Society . 1970,第4期

机译：奇异集的余量为1的最小化可整流电流的面积和任意余量的为模2的最小化扁平链的面积的奇异集
4. CONTROL SINGULARITIES OF CODIMENSIONS ONE AND TWO [C] . Arthur J. Krener, Wei Kang, Boumediene Hamzi, IFAC Conference on Analysis and Control of Chaotic Systems . 2009

机译：控制分类互动度的奇数和两个
5. A family of simple codimension two singularities with infinite Cohen-Macaulay representation type [D] . Lewis, Tyler. 2017

机译：具有无限Cohen-Macaulay表示类型的简单余维两个奇点族
6. Fast–Slow Bursters in the Unfolding of a High Codimension Singularity and the Ultra-slow Transitions of Classes [O] . Maria Luisa Saggio, Andreas Spiegler, Christophe Bernard, 2017

机译：高维奇点展开中的快慢突发和类的超慢过渡
7. Control Singularities of Codimensions One and Two [O] . Krener A.J., W. Kang, B. Hamz, 2006

机译：一维和二维的控制奇点

CONTROL SINGULARITIES OF CODIMENSIONS ONE AND TWO

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