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- W31820608 abstract "Shub and Sullivan [13] proves that every C1-map f : M → M of a compact smooth manifold has infinitely many periodic points if the Lefschetz numbers L(fk), k = 1,2,..., are unbounded. This is not generally true if f is a continuous map, and even if f is a homeo-morphism (see [11])." @default.
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- W31820608 date "1981-01-01" @default.
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- W31820608 title "Periodic Points on Nilmanifolds" @default.
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