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Reaction–diffusion waves in biology
Volpert V., Petrovskii S.
The theory of reaction–diffusion waves begins in the 1930s with the works in population dynamics
EXISTENCE OF PULSES FOR MONOTONE REACTION-DIFFUSION SYSTEMS
Marion M., Volpert V.
is studied for monotone reaction-diffusion systems in the bistable case. It is shown that such solutions
Initiation of reaction–diffusion waves of blood coagulation
Galochkina T., Marion M., Volpert V.
wave solution of the bistable reaction–diffusion system. The critical value of the initial condition
Existence of waves for a reaction–diffusion–dispersion system
Sen M., Volpert V., Vougalter V.
Existence of travelling waves is studied for a bistable reaction–diffusion system of equations
Existence of Waves for a Bistable Reaction–Diffusion System with Delay
Volpert V.
Existence of travelling waves is studied for a delay reaction–diffusion system of equations
Systems of reaction-Diffusion equations with spatially distributed hysteresis
Gurevich P., Tikhomirov S.
We study systems of reaction-diffusion equations with discontinuous spatially distributed
On systems of reaction–diffusion equations with a balance law: The sequel
Kirane M., Alsaedi A., Ahmad B.
This paper is a sequel of the review paper on reaction–diffusion systems with a balance law
Widening the criteria for emergence of Turing patterns
Kuznetsov M., Polezhaev A.
The classical concept for emergence of Turing patterns in reaction-diffusion systems requires
Pattern formation in parabolic equations containing hysteresis with diffusive thresholds
Gurevich P., Rachinskii D.
We consider a reaction-diffusion system with discontinuous reaction terms modeled by non
Systems of reaction-diffusion equa-tions with spatially distributed hyste-resis
Gurevich P., Tikhomirov S.
Systems of reaction-diffusion equa-tions with spatially distributed hyste-resis

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