Add to ORKGStability of n-dimensional patterns in a generalized Turing system: implications for biological pattern formatio
For many years Turing systems have been proposed to account for spatial and spatiotemporal pattern f...
International audienceIn this paper we develop a new mathematical approach to the pattern formation ...
In 1952, Alan M. Turing presented a reaction-diffusion model that described formation of skin patter...
Stability of n-dimensional patterns in a generalized Turing system: implications for biological patt...
It is well known that simple reaction–diffusion systems can display very rich pattern formation beha...
The problem of morphogenesis and Turing instability are revisited from the point of view of dimensio...
We present necessary and sufficient conditions on the stability matrix of a general n(S2)-dimensiona...
The origin of biological morphology and form is one of the deepest problems in science, underlying o...
We consider the classical Turing instability in a reaction-diffusion system as the secend part of ou...
Turing pattern provides a paradigm of non-equilibrium self-organization in reaction-diffusion system...
Despite having advanced a reaction-diffusion model of ODE’s in his 1952 paper on morphogenesis, refl...
It is hard to bridge the gap between mathematical formulations and biological implementations of Tur...
Pattern formation from homogeneity is well studied, but less is known concerning symmetry-breaking i...
For many years Turing systems have been proposed to account for spatial and spatiotemporal pattern f...
The canonical equations for evolution of the amplitude order parameters describing the nonlinear dev...
For many years Turing systems have been proposed to account for spatial and spatiotemporal pattern f...
International audienceIn this paper we develop a new mathematical approach to the pattern formation ...
In 1952, Alan M. Turing presented a reaction-diffusion model that described formation of skin patter...
Stability of n-dimensional patterns in a generalized Turing system: implications for biological patt...
It is well known that simple reaction–diffusion systems can display very rich pattern formation beha...
The problem of morphogenesis and Turing instability are revisited from the point of view of dimensio...
We present necessary and sufficient conditions on the stability matrix of a general n(S2)-dimensiona...
The origin of biological morphology and form is one of the deepest problems in science, underlying o...
We consider the classical Turing instability in a reaction-diffusion system as the secend part of ou...
Turing pattern provides a paradigm of non-equilibrium self-organization in reaction-diffusion system...
Despite having advanced a reaction-diffusion model of ODE’s in his 1952 paper on morphogenesis, refl...
It is hard to bridge the gap between mathematical formulations and biological implementations of Tur...
Pattern formation from homogeneity is well studied, but less is known concerning symmetry-breaking i...
For many years Turing systems have been proposed to account for spatial and spatiotemporal pattern f...
The canonical equations for evolution of the amplitude order parameters describing the nonlinear dev...
For many years Turing systems have been proposed to account for spatial and spatiotemporal pattern f...
International audienceIn this paper we develop a new mathematical approach to the pattern formation ...
In 1952, Alan M. Turing presented a reaction-diffusion model that described formation of skin patter...