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CONVERGENCE IN MONOTONE AND SUBHOMOGENEOUS DISCRETE DYNAMICAL SYSTEMS ON PRODUCT BANACH SPACES

  • YI WANG (a1) (a2) and XIAO-QIANG ZHAO (a3)

Abstract

Global convergence is established in this paper for monotone and subhomogeneous discrete dynamical systems on product Banach spaces. This result is then used to obtain the asymptotic periodicity of solutions to a class of periodic and cooperative reaction-diffusion systems.

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CONVERGENCE IN MONOTONE AND SUBHOMOGENEOUS DISCRETE DYNAMICAL SYSTEMS ON PRODUCT BANACH SPACES

  • YI WANG (a1) (a2) and XIAO-QIANG ZHAO (a3)

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