
AbstractThis paper is concerned with entire solutions of delayed reaction‐diffusion equations. Using the comparing argument and sub‐super solutions method, we obtain the existence of entire solutions which behave as two wave fronts coming from the both sides of x‐axis, where an entire solution is meant by a classical solution defined for all space and time variables.
reaction-diffusion equations, Reaction-diffusion equations, sub-super solutions, entire solutions, traveling wave fronts
reaction-diffusion equations, Reaction-diffusion equations, sub-super solutions, entire solutions, traveling wave fronts
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