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Anatol M Zhabotinsky

Showing results (1-10 of 15) with videos related to

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Chaos (Woodbury, N.Y.)|December 1, 1991
A history of chemical oscillations and wavesAnatol M. Zhabotinsky
Physical Chemistry Chemical Physics : PCCP|October 19, 2006
Jumping solitary waves in an autonomous reaction-diffusion system with subcritical wave instabilityLingfa Yang, Anatol M Zhabotinsky, Irving R Epstein
Physical Review Letters|June 1, 2004
Stable squares and other oscillatory turing patterns in a reaction-diffusion modelLingfa Yang, Anatol M Zhabotinsky, Irving R Epstein
Chaos (Woodbury, N.Y.)|June 5, 2003
Dynamics of one- and two-dimensional kinks in bistable reaction-diffusion equations with quasidiscrete sources of reactionHoracio G. Rotstein, Anatol M. Zhabotinsky, Irving R. Epstein
Physical Review Letters|May 15, 2002
Spatial resonances and superposition patterns in a reaction-diffusion model with interacting Turing modesLingfa Yang, Milos Dolnik, Anatol M Zhabotinsky, et al.
Physical Review. E, Statistical, Nonlinear, and Soft Matter Physics|August 7, 2007
Propagation and refraction of chemical waves generated by local periodic forcing in a reaction-diffusion modelRenwu Zhang, Lingfa Yang, Anatol M Zhabotinsky, et al.
Chaos (Woodbury, N.Y.)|October 4, 2006
Turing patterns beyond hexagons and stripesLingfa Yang, Milos Dolnik, Anatol M Zhabotinsky, et al.
Plos Biology|April 12, 2005
The stability of a stochastic CaMKII switch: dependence on the number of enzyme molecules and protein turnoverPaul Miller, Anatol M Zhabotinsky, John E Lisman, et al.
Physical Review Letters|August 9, 2003
Superlattice Turing structures in a photosensitive reaction-diffusion systemIgal Berenstein, Lingfa Yang, Milos Dolnik, et al.
Physical Review. E, Statistical, Nonlinear, and Soft Matter Physics|December 17, 2004
Turing pattern formation in a two-layer system: superposition and superlattice patternsIgal Berenstein, Milos Dolnik, Lingfa Yang, et al.
Pageof 2

Showing results (1-10 of 15) with videos related to

Sort By:
Pageof 2
Chaos (Woodbury, N.Y.)|December 1, 1991
A history of chemical oscillations and wavesAnatol M. Zhabotinsky
Physical Chemistry Chemical Physics : PCCP|October 19, 2006
Jumping solitary waves in an autonomous reaction-diffusion system with subcritical wave instabilityLingfa Yang, Anatol M Zhabotinsky, Irving R Epstein
Physical Review Letters|June 1, 2004
Stable squares and other oscillatory turing patterns in a reaction-diffusion modelLingfa Yang, Anatol M Zhabotinsky, Irving R Epstein
Chaos (Woodbury, N.Y.)|June 5, 2003
Dynamics of one- and two-dimensional kinks in bistable reaction-diffusion equations with quasidiscrete sources of reactionHoracio G. Rotstein, Anatol M. Zhabotinsky, Irving R. Epstein
Physical Review Letters|May 15, 2002
Spatial resonances and superposition patterns in a reaction-diffusion model with interacting Turing modesLingfa Yang, Milos Dolnik, Anatol M Zhabotinsky, et al.
Physical Review. E, Statistical, Nonlinear, and Soft Matter Physics|August 7, 2007
Propagation and refraction of chemical waves generated by local periodic forcing in a reaction-diffusion modelRenwu Zhang, Lingfa Yang, Anatol M Zhabotinsky, et al.
Chaos (Woodbury, N.Y.)|October 4, 2006
Turing patterns beyond hexagons and stripesLingfa Yang, Milos Dolnik, Anatol M Zhabotinsky, et al.
Plos Biology|April 12, 2005
The stability of a stochastic CaMKII switch: dependence on the number of enzyme molecules and protein turnoverPaul Miller, Anatol M Zhabotinsky, John E Lisman, et al.
Physical Review Letters|August 9, 2003
Superlattice Turing structures in a photosensitive reaction-diffusion systemIgal Berenstein, Lingfa Yang, Milos Dolnik, et al.
Physical Review. E, Statistical, Nonlinear, and Soft Matter Physics|December 17, 2004
Turing pattern formation in a two-layer system: superposition and superlattice patternsIgal Berenstein, Milos Dolnik, Lingfa Yang, et al.
Pageof 2