Rufus Bowen
Professor in the Department of Mathematics at the University of California, Berkeley
Rufus Bowen's AcademicInfluence.com Rankings
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Mathematics
Rufus Bowen's Degrees
- PhD Mathematics Princeton University
- Bachelors Mathematics University of California, Berkeley
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Why Is Rufus Bowen Influential?
(Suggest an Edit or Addition)According to Wikipedia, Robert Edward "Rufus" Bowen was an internationally known professor in the Department of Mathematics at the University of California, Berkeley, who specialized in dynamical systems theory. Bowen's work dealt primarily with axiom A systems, but the methods he used while exploring topological entropy, symbolic dynamics, ergodic theory, Markov partitions, and invariant measures "have application far beyond the axiom A systems for which they were invented." The Bowen Lectures at the University of California, Berkeley, are given in his honor.
Rufus Bowen's Published Works
Published Works
- Equilibrium States and the Ergodic Theory of Anosov Diffeomorphisms (1975) (2820)
- Entropy for group endomorphisms and homogeneous spaces (1971) (1028)
- The Ergodic Theory of Axiom A Flows. (1975) (478)
- TOPOLOGICAL ENTROPY FOR NONCOMPACT SETS (1973) (473)
- MARKOV PARTITIONS FOR AXIOM A DIFFEOMORPHISMS. (1970) (459)
- Ergodic theory of Axiom A flows (1975) (455)
- The ergodic theory of AxiomA flows (1975) (447)
- SYMBOLIC DYNAMICS FOR HYPERBOLIC FLOWS. (1973) (441)
- Hausdorff dimension of quasi-circles (1979) (424)
- Periodic points and measures for Axiom $A$ diffeomorphisms (1971) (331)
- Periodic Orbits for Hyperbolic Flows (1972) (317)
- ω-Limit sets for Axiom A diffeomorphisms (1975) (300)
- Expansive one-parameter flows (1972) (245)
- On axiom A diffeomorphisms (1975) (241)
- Markov maps associated with fuchsian groups (1979) (240)
- Some systems with unique equilibrium states (1974) (235)
- Entropy-expansive maps (1972) (206)
- Invariant measures for Markov maps of the interval (1979) (140)
- Unique ergodicity for horocycle foliations (1977) (127)
- Homology for zero-dimensional nonwandering sets (1977) (123)
- THE EQUIDISTRIBUTION OF CLOSED GEODESICS. (1972) (106)
- ENTROPY AND THE FUNDAMENTAL GROUP. (1978) (102)
- The periodic points of maps of the disk and the interval (1976) (98)
- Markov partitions and minimal sets for axiom a diffeomorphisms (1970) (88)
- Markov partitions are not smooth (1978) (81)
- Bernoulli maps of the interval (1977) (67)
- One-dimensional hyperbolic sets for flows (1972) (56)
- Generations of triangulations of the sphere (1967) (52)
- A horseshoe with positive measure (1975) (46)
- Grouting in engineering practice (1975) (37)
- Weak mixing and unique ergodicity on homogeneous spaces (1976) (35)
- Erratum to “Entropy for group endomorphisms and homogeneous spaces” (1973) (32)
- Anosov foliations are hyperfinite (1977) (32)
- Maximizing entropy for a hyperbolic flow (1973) (29)
- A New Proof of a Theorem in Utility Theory (1968) (27)
- Bernoulli equilibrium states for axiom A diffeomorphisms (1974) (20)
- Mixing anosov flows (1976) (16)
- Entropy versus homology for certain diffeomorphisms (1974) (15)
- Smooth partitions of Anosov diffeomorphisms are weak Bernoulli (1975) (14)
- Ergodic Theory of Axiom a Diffeomorphisms (1975) (14)
- Lecture VIII a model for couette flow data (1977) (10)
- Entropy for maps of the interval (1977) (9)
- Symbolic dynamics for hyperbolic systems (1973) (6)
- On Sums of Valencies in Planar Graphs (1966) (6)
- The Sequence ka n + 1 Composite for All n (1964) (4)
- The generation of minimal triangle graphs (1967) (3)
- GROUTING IN ENGINEERING PRACTICE. SECOND EDITION (1981) (2)
- Elementary Problems: E1785-E1794 (1965) (1)
- Periodic points, measures and Axiom A (1971) (1)
- GROUT, GROUTINGGrout, grouting (1984) (0)
- General thermodynamic formalism (1975) (0)
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