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Research.com Recognitions

  • 1967 - Fellow of Alfred P. Sloan Foundation

Overview

Charles Pugh is affiliated with the University of California, Berkeley in the United States. Their career has included recognition as a Fellow of the Alfred P. Sloan Foundation, awarded in 1967.

While detailed information on their specific research topics, fields of study, publications, coauthors, and venues is not available, their professional association with a major research university suggests involvement in academic research activities during their tenure.

Charles Pugh's academic profile indicates a focus on their institutional role and historical recognition within the scientific community. The Sloan Fellowship, known for supporting early career researchers, marks a notable point in their professional timeline.

Best Publications

  • Stable manifolds for hyperbolic sets

    Morris W. Hirsch;Charles C. Pugh

  • The C 1 Closing Lemma, including Hamiltonians

    Charles C. Pugh;Clark Robinson

  • Neighborhoods of hyperbolic sets

    M. Hirsch;J. Palis;C. Pugh;M. Shub

  • Stably Ergodic Dynamical Systems and Partial Hyperbolicity

    Charles Pugh;Michael Shub

  • Ergodicity of Anosov actions

    Charles Pugh;Michael Shub

  • Stably ergodic diffeomorphisms

    Matthew Grayson;Charles Pugh;Michael Shub

  • Stable ergodicity and julienne quasi-conformality

    Charles Pugh;Michael Shub

  • Smoothness of horocycle foliations

    Morris W. Hirsch;Charles C. Pugh

  • The ?-Stability Theorem for Flows.

    Charles Pugh;Michael Shub

  • Linearization of Normally Hyperbolic Diffeomorphisms and Flows

    Charles Pugh;Michael Shub

  • Keeping track of limit cycles

    Jean-Pierre Francoise;C.C Pugh

  • A generalized poincaré index formula

    Charles C. Pugh;Charles C. Pugh

  • Ergodic elements of ergodic actions

    Charles Pugh;Michael Shub

  • Hölder foliations, revisited

    Charles Pugh;Michael Ira Shub;Amie Wilkinson

  • The $C^{1}+lpha $ hypothesis in Pesin theory

    Charles C. Pugh

  • The local theory of normally hyperbolic, invariant, compact manifolds

    Morris W. Hirsch;Charles C. Pugh;Michael Shub

  • Genericity theorems in topological dynamics

    J. Palis;C. Pugh;M. Shub;D. Sullivan

  • Stable ergodicity and Anosov flows

    Keith Burns;Charles Pugh;Amie Wilkinson

  • H"older foliations, revisited

    Charles Pugh;Michael Shub;Amie Wilkinson

  • Partially Hyperbolic Dynamics, Laminations, and Teichmuller Flow

    Giovanni Forni;Mikhail Lyubich;Charles Pugh;Michael Shub

Frequent Co-Authors

Michael Shub
Michael Shub City College of New York
Morris W. Hirsch
Morris W. Hirsch University of California, Berkeley
Tsit Yuen Lam
Tsit Yuen Lam University of California, Berkeley

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