Home  Research interests    Publications  Conferences/Talks  Supported projects  (since 1994)  Biographical Data	Attractor Dimension Estimates for Dynamical Systems: Theory and Computation                                                                  Attractor Dimension Estimates for Dynamical Systems: Theory and Computation Dedicated to Gennady Leonov (English) (Co-author: N. V. Kuznetsov) Springer Nature, 2020. Contents I       Basic elements of Attractor and Dimension Theories 1       Attractors and Lyapunov Functions 2       Singular Values, Exterior Calculus and Logarithmic Norms 3       Introduction to Dimension Theory II       Dimension Estimates for Almost Periodic Flows and Dynamical Systems in Euclidean Spaces 1       Dimensional Aspects of Almost Periodic Dynamicsc 2       Dimension and Entropy Estimates for Dynamical Systems 3       Lyapunov Dimension for Dynamical Systems in Euclidean Spaces III       Dimension Estimates on Riemannian Manifolds 1       Basic Concepts for Dimension Estimation on Manifolds 2       Dimension Estimates on Manifolds 3       Dimension and Entropy Estimates for Global Attractors of Cocycles 4       Dimension Estimates for Dynamical Systems with someDegree of Non-injectivity and Nonsmoothness 2       Appendix A: Basic Facts from Manifold Theory 2       Index 2       Appendix B: Miscellaneous Facts