Add to ORKGWe present the first predictions of spontaneous spatial fractal patterns in nonlinear ring cavities. New analyses reveal multi-Turing spectra characteristic of susceptibility for spontaneous fractals. Extensive computer simulations confirm theoretical predictions
The spontaneous pattern-forming properties of three discrete nonlinear optical systems are investig...
Complexity draws on commonality of universal phenomena and brings together research in fields that a...
An optical ring cavity filled with an absorptive material is a fundamental spontaneous pattern-formi...
Turing instability is the tendency of the uniform states of a system to become spontaneously pattern...
Pattern emergence in Naturepsilas complex systems is mostly attributed to a classic Turing instabili...
We predict, for the first time to our knowledge, that purely-absorptive nonlinearity can support spo...
Reaction-diffusion systems can exhibit a Turing instability in which homogeneous states develop larg...
Abstract- Pattern emergence in Nature’s complex systems is mostly attributed to a classic Turing ins...
We report on our latest research in the field of spontaneous spatial fractal patterns. New analyses,...
Nature furnishes us with a wide variety of patterns that, fundamentally, tend to fall into one of tw...
We report on research concerning spontaneous spatial fractal pattern formation in passive nonlinea...
We report on research concerning spontaneous spatial fractal pattern formation in passive nonlinear ...
Spontaneous pattern formation in optical ring cavities containing a nonlinear (e.g., Kerr-type) mate...
We report spontaneous spatial optical fractal patterns in a ring cavity containing a thin slice of d...
Alan Turing's profound insight into morphogenesis, published in 1952, has provided the cornerstone f...
The spontaneous pattern-forming properties of three discrete nonlinear optical systems are investig...
Complexity draws on commonality of universal phenomena and brings together research in fields that a...
An optical ring cavity filled with an absorptive material is a fundamental spontaneous pattern-formi...
Turing instability is the tendency of the uniform states of a system to become spontaneously pattern...
Pattern emergence in Naturepsilas complex systems is mostly attributed to a classic Turing instabili...
We predict, for the first time to our knowledge, that purely-absorptive nonlinearity can support spo...
Reaction-diffusion systems can exhibit a Turing instability in which homogeneous states develop larg...
Abstract- Pattern emergence in Nature’s complex systems is mostly attributed to a classic Turing ins...
We report on our latest research in the field of spontaneous spatial fractal patterns. New analyses,...
Nature furnishes us with a wide variety of patterns that, fundamentally, tend to fall into one of tw...
We report on research concerning spontaneous spatial fractal pattern formation in passive nonlinea...
We report on research concerning spontaneous spatial fractal pattern formation in passive nonlinear ...
Spontaneous pattern formation in optical ring cavities containing a nonlinear (e.g., Kerr-type) mate...
We report spontaneous spatial optical fractal patterns in a ring cavity containing a thin slice of d...
Alan Turing's profound insight into morphogenesis, published in 1952, has provided the cornerstone f...
The spontaneous pattern-forming properties of three discrete nonlinear optical systems are investig...
Complexity draws on commonality of universal phenomena and brings together research in fields that a...
An optical ring cavity filled with an absorptive material is a fundamental spontaneous pattern-formi...