Charles C. Pugh
#46,208
Most Influential Person Now
American mathematician
Charles C. Pugh's AcademicInfluence.com Rankings
Charles C. Pughmathematics Degrees
Mathematics
#2226
World Rank
#3473
Historical Rank
#887
USA Rank
Measure Theory
#3132
World Rank
#3715
Historical Rank
#910
USA Rank
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Mathematics
Charles C. Pugh's Degrees
- PhD Mathematics University of California, Berkeley
- Bachelors Mathematics University of California, Berkeley
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Why Is Charles C. Pugh Influential?
(Suggest an Edit or Addition)According to Wikipedia, Charles Chapman Pugh is an American mathematician who researches dynamical systems. Pugh received his PhD under Philip Hartman of Johns Hopkins University in 1965, with the dissertation The Closing Lemma for Dimensions Two and Three. He has since been a professor, now emeritus, at the University of California, Berkeley.
Charles C. Pugh's Published Works
Published Works
- Stable manifolds for hyperbolic sets (1969) (377)
- An Improved Closing Lemma and a General Density Theorem (1967) (222)
- Neighborhoods of hyperbolic sets (1970) (168)
- On Liénard's equation (1977) (163)
- Stably Ergodic Dynamical Systems and Partial Hyperbolicity (1997) (149)
- Real Mathematical Analysis (2003) (142)
- The local theory of normally hyperbolic, invariant, compact manifolds (1977) (141)
- The Closing Lemma (1967) (133)
- ON A THEOREM OF P. HARTMAN. (1969) (131)
- Stably ergodic diffeomorphisms (1994) (120)
- Ergodicity of Anosov actions (1972) (113)
- Stable ergodicity and julienne quasi-conformality (2000) (107)
- The Ω-stability theorem for flows (1970) (94)
- Smoothness of horocycle foliations (1975) (85)
- Linearization of normally hyperbolic diffeomorphisms and flows (1970) (80)
- Fifty problems in dynamical systems (1975) (78)
- Recent Results About Stable Ergodicity (2000) (63)
- Ergodic elements of ergodic actions (1971) (60)
- STRUCTURAL STABILITY OF PIECEWISE SMOOTH SYSTEMS (2001) (57)
- Structural stability (2008) (39)
- Partially Hyperbolic Dynamics, Laminations, and Teichmuller Flow (2007) (37)
- Stable ergodicity and Anosov flows (2000) (35)
- Stability of endomorphisms (1975) (33)
- A new mass spectrometer (1959) (31)
- Genericity theorems in topological dynamics (1975) (30)
- H\"older foliations, revisited (2011) (25)
- Cohomology of chain recurrent sets (1988) (16)
- Axiom A actions (1975) (15)
- Structurally Stable Systems on Open Manifolds are Never Dense (1968) (15)
- Periodic points on the $2$-sphere (2012) (14)
- Corrigendum to: Stable ergodicity and julienne quasi-conformality, J. Eur. Math. Soc. 2, 1-52 (2004) (13)
- On the entropy conjecture: a report on conversations among R. Bowen M. Hirsch, A. Manning, C. Pugh, B. Sanderson, M. Shub and R. Williams (1974) (12)
- Partial Differentiability of Invariant Splittings (2002) (12)
- Focal stability of Riemann metrics (2006) (12)
- Anosov geodesic flows for embedded surfaces (2019) (9)
- Anosov geodesic flows for embedded surfaces (2019) (9)
- Finite horizon Riemann structures and ergodicity (2004) (9)
- DIFFERENTIABILITY AND CONTINUITY OF INVARIANT MANIFOLDS * (1980) (8)
- Cr Stability of periodic solutions and solution schemes (1988) (8)
- The planar closing lemma for chain recurrence (1994) (7)
- Nondifferentiability of invariant foliations (1975) (6)
- Foliations that are not approximable by smoother ones (1983) (6)
- The C1 Brunovsky Hypothesis (1994) (6)
- On arbitrary sequences of isomorphisms in (1973) (6)
- Cross-sections of solution funnels (1964) (6)
- The closing lemma and structural stability (1964) (6)
- On focal stability in dimension two. (2007) (5)
- Hilbert's 16th problem: Limit cycles of polynomial vector fields in the plane (1975) (4)
- The Closing Lemma in Retrospect (2011) (4)
- Unique ergodicity, stable ergodicity, and the Mautner phenomenon for diffeomorphisms (2006) (3)
- On Arbitrary Sequences of Isomorphisms in R m →R m (1973) (3)
- A special Cr Closing Lemma (1983) (3)
- The Morse-Sard theorem with mixed differentiability (1991) (2)
- Jordan curves and funnel sections (2011) (2)
- The boundary between compact and noncompact complete Riemann manifolds (2005) (2)
- $C\sp 1$ immersed hypersurfaces separate ${\Bbb R}\sp n$ (2001) (1)
- AN IMPROVED CLOSING LEMMA AND A GENERAL (2016) (0)
- Noncompactness and uniformity (1977) (0)
- Local product structure and local stability (1977) (0)
- The linear theory of normal hyperbolicity (1977) (0)
- The Cr section theorem and lipschitz jets (1977) (0)
- Stably Ergodic (2007) (0)
- Normally hyperbolic foliations and laminations (1977) (0)
- Pseudo hyperbolicity and plaque families (1977) (0)
- Equivariant fibrations and nonwandering sets (1977) (0)
- Structural stability of Filippov automata (2001) (0)
- The O-Stability Theorem for Flows (2005) (0)
- Forced smoothness of i: V → M (1977) (0)
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What Schools Are Affiliated With Charles C. Pugh?
Charles C. Pugh is affiliated with the following schools: