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## Details

Material Type: | Internet resource |
---|---|

Document Type: | Internet Resource |

All Authors / Contributors: |
B C Eaves; STANFORD UNIV CA OPERATIONS RESEARCH HOUSE. |

OCLC Number: | 227572299 |

Notes: | Sponsored in part by Contracts DAHC04-67-C-0028, AT(04-3)-326 and by Grants NSF-GP-6431, PHS-GM-14789-02. |

Description: | 11 p. |

### Abstract:

Let C be a bounded convex polyhedral set and let f:C(arrow)C be continuous and piecewise linear. Using notions from complementary pivot theory, it is shown that if each fixed point of f lies interior to some piece of linearity, then f has an odd number of fixed points. In addition, an algorithm is given for computing a fixed point of f.

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