Exponential Attractivity in a Delayed Almost Periodic Differential Neoclassical Growth System
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This paper investigates a delayed coupled almost periodic differential neoclassical growth system. By using the theory of dichotomy and differential inequality techniques, a new set of sufficient conditions is derived to guarantee the existence and exponential attractivity of almost periodic solutions for the addressed system. In addition, an example is given to exhibit the efficiency of the theoretical results. The obtained results are essentially new and extend previously known results.
KeywordsNeoclassical growth system Almost periodic solution Exponential attractivity
We would like to thank the anonymous referees for carefully reading the original manuscript and for the constructive comments and suggestions to improve the presentation of this paper. This work was completed when the first author was visiting Prof. Xianhua Tang at Central South University, and he would like to thank the staff in the School of Mathematics and Statistics for their help and thank the university for its excellent facilities and support during his stay.
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