一类差分系统周期解的存在性
O1; This paper studies the nonautonomous nonlinear system of difference equations △x(n) = A(n)x(n) + f(n, x(n)), n ∈ Z, (*)where x(n) ∈ RN,A(n) = (aij(n))N×N is an N × N matrix, with aij∈ C(R,R) for i,j =ω, z) = f(t, z) for any t ∈ R, (t, z) ∈ R × RN and ω is a positive integer. Sufficient condition...
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| Veröffentlicht in: | 高校应用数学学报B辑 2006, Vol.21 (3), p.320-326 |
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| container_title | 高校应用数学学报B辑 |
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| creator | 魏耿平 申建华 |
| description | O1; This paper studies the nonautonomous nonlinear system of difference equations △x(n) = A(n)x(n) + f(n, x(n)), n ∈ Z, (*)where x(n) ∈ RN,A(n) = (aij(n))N×N is an N × N matrix, with aij∈ C(R,R) for i,j =ω, z) = f(t, z) for any t ∈ R, (t, z) ∈ R × RN and ω is a positive integer. Sufficient conditions for the existence of ω-periodic solutions to equations (*) are obtained. |
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| ispartof | 高校应用数学学报B辑, 2006, Vol.21 (3), p.320-326 |
| issn | 1005-1031 |
| language | chi |
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| source | Alma/SFX Local Collection |
| title | 一类差分系统周期解的存在性 |
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