Journal of the Chungcheong Mathematical Society (충청수학회지)

The Chungcheong Mathematical Society (충청수학회)
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HOMOTOPICALLY PERIODIC MAPS OF 3-MANIFOLDS WITH $P{\widetilde{SL(2,}}\mathbb{R})$-GEOMETRY

  • Received : 2000.12.02
  • Published : 2001.01.10
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Abstract

In this paper, we show that for a homotopically periodic (i.e., $fk{\simeq}id$, for some $k{\geq}1$) self map f of a Seifert 3-manifold with $P{\widetilde{SL(2,}}\mathbb{R})$-geometry, N(f) = L(f) = 0.

Keywords