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- W2184157436 abstract "The main aim of this article is to discuss the dichotomy of the system u n+1-Anun, where (A n) is a sequence of N-periodic square size matrices of order m with complex entries and U = {U(m,n)} m≥n≥0 be the N-periodic discrete evolution family generated by bounded linear operators over C m , where N≥2. We prove that if the operator U(N,0) is dichotomic, then there exist two positive constants k1 and k2 such that: n i ( j1) 01 j1 U(n,0)Px U(n,j)e Pb k µ−" @default.
- W2184157436 created "2016-06-24" @default.
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- W2184157436 date "2013-01-01" @default.
- W2184157436 modified "2023-09-27" @default.
- W2184157436 title "Discrete Characterization of Exponential Dichotomy of Evolution Family over Finite Dimensional Spaces" @default.
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