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A reaction-diffuusion system describing blood coagulation in flow is studied. We prove

is studied for monotone reaction-diffusion systems in the bistable case. It is shown that such solutions

Existence of travelling waves is studied for a bistable reaction–diffusion system of equations

Existence of travelling waves is studied for a delay reaction–diffusion system of equations

Periodic system for basic perfect fullerenes obtained by fusion reactions

of molecular system controlling cilia in cells during this reaction is described.

The theory of reaction–diffusion waves begins in the 1930s with the works in population dynamics

The key factors influencing the Diels - Alder reaction rate at ambient and elevated pressures were

wave solution of the bistable reaction–diffusion system. The critical value of the initial condition

of molecular system controlling cilia in cells during this reaction is described.

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