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Periodic maps on R7 without fixed points

  • RICHARD HAYNES (a1), SLAWOMIR KWASIK (a2), JERREL MAST (a3) and REINHARD SCHULTZ (a4)

Abstract

In this paper we prove that R7 admits smooth periodic maps with no fixed points for every period that is not a prime power. Results of P. A. Smith show that such examples do not exist in any lower dimensions.

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Periodic maps on R7 without fixed points

  • RICHARD HAYNES (a1), SLAWOMIR KWASIK (a2), JERREL MAST (a3) and REINHARD SCHULTZ (a4)

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