On global attractivity of nonlinear delay difference equations with a forcing term
Chuanxi Qian, Yijun Sun
Abstract
Chuanxi Qian, Yijun Sun
Abstract
In this paper, we study global attractivity of solutions of the delay difference equation with a forcing term where is a nonnegative sequence, is a continuous function with for , is a real sequence, and k is a nonnegative integer. Several global attractivity results are obtained.
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In this paper, we study global attractivity of solutions of the delay difference equation with a forcing term where is a nonnegative sequence, is a continuous function with for , is a real sequence, and k is a nonnegative integer. Several global attractivity results are obtained.
Key concepts: Mathematics, Forcing (mathematics), Term (time), Nonlinear system, Sequence (biology), Integer (computer science), Function (biology), Applied mathematics