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Uniform boundedness of the solutions of functional differential equations with infinite delay

Uniform boundedness of the solutions of functional differential equations with infinite delay
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摘要 This note deals with the functional differential equations with infinite delay x’=f(t, x,), (1)where x∈R<sup>n</sup>, f: [0,∞) ×C<sub>9</sub>→R<sup>n</sup>, C<sub>g</sub> is the phase space of (1), which is defined as follows:C=∮((-∞, 0], R<sup>n</sup>) is the set of all the continuous vector-functions mapping (-∞, 0] toR<sup>n</sup>. The function g:(-∞, 0]→ [1, ∞) is continuous and nonincreasing with g (0)=1 andg(-∞)=∞.
作者 黄启昌
出处 《Chinese Science Bulletin》 SCIE EI CAS 1996年第6期451-453,共3页
基金 Project partially supported by the National Natural Science Foundation of China.
关键词 differential EQUATIONS INFINITE delay UNIFORM boundedness. differential equations infinite delay uniform boundedness
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