Differentiable dynamical systems : an introduction to structural stability and hyperbolicity /

Differentiable dynamical systems : an introduction to structural stability and hyperbolicity /

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Bibliographic Details
Main Author:	Wen, Lan, 1946- (Author, http://id.loc.gov/vocabulary/relators/aut)
Format:	Book
Language:	English
Published:	Providence, Rhode Island : American Mathematical Society, [2016]
Series:	Graduate studies in mathematics ; v. 173 Graduate studies in mathematics ; v.173 Graduate studies in mathematics v. 173
Subjects:	Differential equations Differential equations, Nonlinear Dynamics Exponential functions Dynamical systems and ergodic theory > Dynamical systems with hyperbolic behavior > Dynamical systems with hyperbolic behavior Dynamical systems and ergodic theory > Smooth dynamical systems: general theory > Smooth dynamical systems: general theory Dynamical systems and ergodic theory > Topological dynamics > Topological dynamics Dynamical systems and ergodic theory > Dynamical systems with hyperbolic behavior Dynamical systems and ergodic theory > Dynamical systems with hyperbolic behavior > Dynamical systems with hyperbolic behavior Dynamical systems and ergodic theory > Smooth dynamical systems: general theory Dynamical systems and ergodic theory > Smooth dynamical systems: general theory > Smooth dynamical systems: general theory Dynamical systems and ergodic theory > Topological dynamics Dynamical systems and ergodic theory > Topological dynamics > Topological dynamics Ordinary differential equations > Qualitative theory > Qualitative theory Ordinary differential equations > Stability theory > Stability theory Ordinary differential equations > Qualitative theory Ordinary differential equations > Qualitative theory > Qualitative theory Ordinary differential equations > Stability theory Ordinary differential equations > Stability theory > Stability theory

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