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This paper analyzes the computational power of dynamical systems robust to infinitesimal perturbations. Previous work on the subject has delved on very ...
Nov 22, 2011 · Abstract. This paper analyzes the computational power of dynamical systems robust to infinitesimal perturbations.
This paper analyzes the computational power of dynamical systems robust to infinitesimal perturbations. Previous work on the subject has delved on very ...
This paper analyzes the computational power of dynamical systems robust to infinitesimal perturbations. Previous work on the subject has delved on very ...
This paper analyzes the computational power of dynamical systems robust to infinitesimal perturbations. Previous work on the subject has delved on very ...
New dynamical models of hypercomputation are introduced and a class of symbolic systems that can be embedded in conservative homeomorphisms of the disk are ...
Dec 10, 2016 · An analytical method for investigation of the evolution of dynamical systems with independent on time accuracy is developed for perturbed ...
Computation with perturbed dynamical systems. Bournez, O., Graça, D. S., & Hainry, E. J. Comput. System Sci., 79(5):714–724, 2013.
Jul 29, 2008 · The principle of perturbation theory is to study dynamical systems that are small perturbations of simple systems.
The performance of the method is demonstrated on perturbed two-oscillator systems. It can be applied to various non-linear physical and astrophysical systems, ...