Synchronization of Epidemic Systems with Neumann Boundary Value under Delayed Impulse

Reaction–diffusion system
DOI: 10.3390/math10122064 Publication Date: 2022-06-16T07:01:22Z
ABSTRACT
This paper reports the construction of synchronization criteria for delayed impulsive epidemic models with reaction–diffusion under Neumann boundary value. Different from previous literature, model a impulse brings mathematical difficulties to this paper. In fact, due existence second-order partial derivatives in impulse, methods first-order ordinary differential equations literature cannot be effectively applied However, help variational method and an appropriate boundedness assumption, new criterion is derived, its effectiveness illustrated by numerical examples.
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