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Stable subharmonic solutions and asymptotic behavior in reaction-diffusion equations
P. Poláčik
, E. Yanagida
School of Mathematics
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Keyphrases
Asymptotic Behavior
100%
Reaction-diffusion Equations
100%
Solution Behavior
100%
Subharmonic Solutions
100%
Discrete-time
25%
Non-convex Domains
25%
Neumann Boundary Condition
25%
Spatially Homogeneous
25%
Spatially Inhomogeneous
25%
Periodic Solution
25%
Time-periodic
25%
Stable Periodic Solutions
25%
Typical Trajectory
25%
Trajectory Approach
25%
Monotone Dynamical Systems
25%
Minimal Period
25%
Strongly Monotone
25%
Homogeneous Equation
25%
Inhomogeneous Equation
25%
Mathematics
Diffusion Equation
100%
Reaction-Diffusion System
100%
Asymptotic Behavior
100%
Periodic Solution
66%
Dynamical System
33%
Neumann Boundary Condition
33%
Strongly Monotone
33%
Convex Domain
33%
Trajectory Approach
33%
Discrete Time
33%
Periodic Time
33%
Inhomogeneous Equation
33%
Homogeneous Equation
33%