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- W1152803328 abstract "We study the periodic for differential inclusions in R^N. First we look for extremal periodic solutions. Using techniques from multivalued analysis and a fixed point argument we establish an existence theorem under some general hypotheses. We also consider the periodic problem under lower semicontinuity hypotheses, and the convex periodic problem under general upper semicontinuity hypotheseson the multivalued vector field. For both problems, we prove existence theorems under very general hypotheses. Our approach extends existing results in the literature and appear to be the most general results on the nonconvex periodic problem." @default.
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- W1152803328 date "2004-01-01" @default.
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- W1152803328 title "Existence Theorems for Periodic Differential Inclusions in IR^N" @default.
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