Add to ORKGA simple scalar coupled map lattice model for excitable media is intensively analysed in this paper. This model is used to explain the excitability of excitable media, and a Hopf-like bifurcation is employed to study the different spatio-temporal patterns produced by the model. Several basic rules for the construction of these kinds of models are proposed. Illustrative examples demonstrate that the sCML model is capable of generating complex spatiotemporal patterns
This paper introduces a new approach for the local reconstruction of coupled map lattice (CML) model...
Patterns in reaction-diffusion systems near primary bifurcations can be studied locally and classifi...
We propose a new biological framework, spatial networks of hybrid input/output automata (SNHIOA), fo...
A new method for the identification of nonlinear Coupled Map Lattice (CML) equations from measured s...
A comparison between polynomial and wavelet expansions for the identification of coupled map lattice...
We study effects of different network topologies on the noise-induced pattern formation in a two-dim...
Excitable media are prevalent models for describing interesting effects in physical, chemical, and b...
Studies of the photosensitive Belousov-Zhabotinsky (BZ) reaction are reviewed and the essential feat...
This paper introduces a novel approach to the identification of Coupled Map Lattice models of linear...
12 pages, 14 figures.-- PACS nrs.: 82.40.Bj, 82.40.Ck, 47.70.-n, 47.52.+j.-- ArXiv pre-print availab...
This paper introduces a new approach for the identification of coupled map lattice models of comple...
NoLineal 20-21 Online. 12th International Conference on Nonlinear Mathematics and Physics. Madrid, J...
A new information transmission concept based model of excitable media with continuous outputs of the...
We investigate pattern formation and evolution in coupled map lattices when advection is incorporate...
"sensitive dependence on initial condition", which is the essential feature of chaos is demonstrated...
This paper introduces a new approach for the local reconstruction of coupled map lattice (CML) model...
Patterns in reaction-diffusion systems near primary bifurcations can be studied locally and classifi...
We propose a new biological framework, spatial networks of hybrid input/output automata (SNHIOA), fo...
A new method for the identification of nonlinear Coupled Map Lattice (CML) equations from measured s...
A comparison between polynomial and wavelet expansions for the identification of coupled map lattice...
We study effects of different network topologies on the noise-induced pattern formation in a two-dim...
Excitable media are prevalent models for describing interesting effects in physical, chemical, and b...
Studies of the photosensitive Belousov-Zhabotinsky (BZ) reaction are reviewed and the essential feat...
This paper introduces a novel approach to the identification of Coupled Map Lattice models of linear...
12 pages, 14 figures.-- PACS nrs.: 82.40.Bj, 82.40.Ck, 47.70.-n, 47.52.+j.-- ArXiv pre-print availab...
This paper introduces a new approach for the identification of coupled map lattice models of comple...
NoLineal 20-21 Online. 12th International Conference on Nonlinear Mathematics and Physics. Madrid, J...
A new information transmission concept based model of excitable media with continuous outputs of the...
We investigate pattern formation and evolution in coupled map lattices when advection is incorporate...
"sensitive dependence on initial condition", which is the essential feature of chaos is demonstrated...
This paper introduces a new approach for the local reconstruction of coupled map lattice (CML) model...
Patterns in reaction-diffusion systems near primary bifurcations can be studied locally and classifi...
We propose a new biological framework, spatial networks of hybrid input/output automata (SNHIOA), fo...