Kolmogorov’s ε-entropy for a class of invariant sets and dimension of global attractors for second-order evolution equations with nonlinear damping
Abstract
This chapter contains several abstract results related to the finite fractal dimension of invariant compact sets arising in the study of global attractors for second-order (in time) evolution equations with nonlinear damping.
Publication Title
Control Theory of Partial Differential Equations
Recommended Citation
Chueshov, I., & Lasiecka, I. (2005). Kolmogorov’s ε-entropy for a class of invariant sets and dimension of global attractors for second-order evolution equations with nonlinear damping. Control Theory of Partial Differential Equations, 51-70. Retrieved from https://digitalcommons.memphis.edu/facpubs/5012