Descripción
|
|
---|---|
In this communication we examine how the stability of manifolds of equilibria in nonlinear memristive circuits may break down when normal hyperbolicity fails. This phenomenon may be due to the transition of an eigenvalue either through the origin or through infinity. Our approach is a graph-theoretic one, aiming at the analysis of such phenomena in terms of the topology of the digraph underlying the circuit. | |
Internacional
|
Si |
Nombre congreso
|
Intl. Conf. on Mathematical Methods, Mathematical Models and Simulation in Science and Engineering (MMSSE 2015) - joint with the Intl. Conf. on Applied Physics, Simulation and Computers (APSAC 2015) |
Tipo de participación
|
960 |
Lugar del congreso
|
Viena, Austria |
Revisores
|
Si |
ISBN o ISSN
|
2227-4588 |
DOI
|
|
Fecha inicio congreso
|
15/03/2015 |
Fecha fin congreso
|
17/03/2015 |
Desde la página
|
79 |
Hasta la página
|
82 |
Título de las actas
|
New Developments in Pure and Applied Mathematics |