Call Number (LC) | Title | Results |
---|---|---|
QA614.8 .M53 2001eb | Qualitative theory of dynamical systems the role of stability preserving mappings / | 1 |
QA614.8 .M532 2008eb | Stability of dynamical systems continuous, discontinuous, and discrete systems / | 1 |
QA614.8 .M532 2015eb | Stability of dynamical systems : on the role of monotonic and non-monotonic Lyapunov functions / | 1 |
QA614.8 .M533 2008 | Stability of dynamical systems : continuous, discontinuous, and discrete systems / | 1 |
QA614.8 .M58 2003 | Dichotomies and stability in nonautonomous linear systems / | 2 |
QA614.8 .M63 2006eb | Modeling and computations in dynamical systems : in commemoration of the 100th anniversary of the birth of John von Neumann / | 1 |
QA614.8 .M645 2017 | Modern theory of dynamical systems : a tribute to Dmitry Victorovich Anosov / | 1 |
QA614.8 .M668 2008 | An introduction to sequential dynamical systems / | 1 |
QA614.8 .M668 2008eb | An introduction to sequential dynamical systems | 1 |
QA614.8 .M67 2005 | Notes on dynamical systems / | 1 |
QA614.8 .M85 2015eb | Quantum quadratic operators and processes / | 1 |
QA614.8 .M87 2003 | Normal forms and unfoldings for local dynamical systems / | 1 |
QA614.8 .N33 1998 | Spectral theory of dynamical systems / | 1 |
QA614.8 .N38 1985 | Systèmes dynamiques non linéaires : intégrabilité et comportement qualitatif : comptes rendus / | 1 |
QA614.8 .N39 1992 | Bifurcations and periodic orbits of vector fields / | 1 |
QA614.8 .N49 1988 |
New directions in dynamical systems / New Directions in Dynamical Systems / |
3 |
QA614.8 .N55 2010 | Randomness and recurrence in dynamical systems : a real analysis approach / | 1 |
QA614.8 .N66 1997 | Nonlinear dynamics, chaotic and complex systems : proceedings of an international conference held in Zakopane, Poland, November 7-12, 1995 : plenary invited lectures / | 1 |
QA614.8 .N67 1995 | Normal forms and homoclinic chaos / | 1 |
QA614.8 .P34 1993 | Hyperbolicity and sensitive chaotic dynamics at homoclinic bifurcations : fractal dimensions and infinitely many attractors / | 1 |