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A global variational structure and propagation of disturbances in reaction-diffusion systems of gradient type
C. B. Muratov
Center for Applied Mathematics and Statistics
Mathematical Sciences
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Article
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peer-review
31
Scopus citations
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Dive into the research topics of 'A global variational structure and propagation of disturbances in reaction-diffusion systems of gradient type'. Together they form a unique fingerprint.
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Mathematics
Traveling Wave Solution
100%
Reaction-Diffusion System
100%
Variational Structure
100%
Edge
66%
Initial-Value Problem
66%
Reference Frame
66%
Upper Bound
33%
Traveling Wave
33%
Diffusion Equation
33%
Wide Class
33%
Critical Point
33%
Dirichlet Boundary Condition
33%
Lower and upper bounds
33%
Neumann Boundary Condition
33%
Functionals
33%
Keyphrases
Reaction-diffusion System
100%
Traveling Wave Solutions
100%
Gradient Type
100%
Variational Structure
100%
Initial Value Problem
66%
Propagation Speed
33%
Traveling Wave
33%
Diffusion Coefficient
33%
Dirichlet Boundary Condition
33%
Infinite Cylinder
33%
Neumann Boundary Condition
33%
Systems of Reaction-diffusion Equations
33%
Global Upper Bound
33%