Computing omega-limit Sets in Linear Dynamical Systems Emmanuel Hainry

First Page		Document Content
Date: 2013-11-15 12:09:21 Matrix theory Abstract algebra Dynamical system Systems Systems theory Eigenvalues and eigenvectors Jordan matrix Limit set Characteristic polynomial Algebra Linear algebra Mathematics		Computing omega-limit Sets in Linear Dynamical Systems Emmanuel Hainry Add to Reading List Source URL: www.loria.fr Download Document from Source Website File Size: 184,06 KB Share Document on Facebook

	EE365, SpringProfessor S. Lall EE365 Homework 6 1. LQR with random dynamics matrix. We consider the dynamical system DocID: 1v3Ml - View Document
	EE363 Prof. S. Boyd EE363 homework 3 1. Solution of a two-point boundary value problem. We consider a linear dynamical system DocID: 1uRfr - View Document
	Intractable Conflict as a Dynamical System Larry S. Liebovitch(1), Robin Vallacher(1), Andrzej Nowak(1,2,3), Lan Bui-Wrzosinska(2,4), Andrea Bartoli (5) and Peter ColemanFlorida Atlantic University, (2)Internation DocID: 1uDkC - View Document
	EE363 Prof. S. Boyd EE363 homework 6 1. Constant norm and constant speed systems. The linear dynamical system x˙ = Ax is DocID: 1uv46 - View Document
	Ronnie Pavlov* (). A characterization of topologically completely positive entropy for shifts of finite type. Blanchard defined a topological dynamical system to have topologically completely p DocID: 1u3ZO - View Document