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In this paper, we study the propagation dynamics for a class ofintegrodifference competition models in a periodic habitat. An interestingfeature of such a system is that multiple spreading speeds can be observed,which biologically means different species may have different spreading speeds.We show that the model system admits a single spreading speed, and it coincideswith the minimal wave speed of the spatially periodic traveling waves. A set ofsufficient conditions for linear determinacy of the spreading speed is alsogiven.

Propagation Dynamics for a Spatially Periodic Integrodifference Competition Model