NASA NTRS · 19730011904
Fixed point theorems and dissipative processes
Abstract
The deficiencies of the theories that characterize the maximal compact invariant set of T as asymptotically stable, and that some iterate of T has a fixed point are discussed. It is shown that this fixed point condition is always satisfied for condensing and local dissipative T. Applications are given to a class of neutral functional differential equations.
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Hale, J. K., Lopes, O.. 1972-01-01. Fixed point theorems and dissipative processes. https://ntrs.nasa.gov/citations/19730011904
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