## Ergodic Theory: Proceedings, Oberwolfach, Germany, June, 11-17, 1978Dedicated to the Memory of Rufus Bowen (1947-1978) |

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### Contents

An information obstruction to finite expected | 163 |

The Lorenz attractor and a related population | 169 |

see Marcus and Petersen | 188 |

Copyright | |

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### Common terms and phrases

algebra algorithm Applications approximation artificial bifurcation assume automorphisms Axiom Banach space Borel bounded bounded set Brouwer degree codimension compact completely labeled simplices computation condition consider constant Continuation Method continuous functions continuous map convergence convex Corollary defined definition denote dimensional dynamical systems Edited eigenvalues equivalent ergodic measures ergodic theorem example exists finite fixed point index fixed point theorem Fredholm operator functional differential equations given global hamiltonian path Hence homeomorphism homotopy hypothesis implies integer integer-L-labeling interval isomorphism labeled simplex Lebesgue Lebesgue measure Lemma Let f Markov Math Mathematics maximal n-flows neighborhood nonlinear numerical Nussbaum obtain operator partition periodic solutions piecewise linear positive probability measure problem Proceedings properties prove regular value resp satisfies sequence slowly oscillating Sperner stability subset Suppose T-periodic theory topological entropy transformations triangulation unique vector vector-labeling zero