Barrett O'Neill
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American mathematician, professor, and author
Barrett O'Neill's AcademicInfluence.com Rankings
Barrett O'Neillmathematics Degrees
Mathematics
#2502
World Rank
#3855
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Measure Theory
#2021
World Rank
#2451
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Mathematics
Barrett O'Neill's Degrees
- PhD Mathematics University of California, Berkeley
- Masters Mathematics University of California, Berkeley
- Bachelors Mathematics University of California, Berkeley
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Why Is Barrett O'Neill Influential?
(Suggest an Edit or Addition)According to Wikipedia, Barrett O'Neill was an American mathematician. He is known for contributions to differential geometry, including two widely-used textbooks on its foundational theory. He was the author of eighteen research articles, the last of which was published in 1973.
Barrett O'Neill's Published Works
Published Works
- Semi-Riemannian Geometry With Applications to Relativity (1983) (3661)
- The fundamental equations of a submersion. (1966) (1256)
- Manifolds of negative curvature (1969) (1039)
- Elementary Differential Geometry (1966) (875)
- The Geometry Of Kerr Black Holes (1992) (213)
- A fixed point theorem (1957) (208)
- Isotropic and Kähler Immersions (1965) (99)
- Submersions and geodesics (1967) (63)
- Essential Sets and Fixed Points (1953) (57)
- CHAPTER VII – Riemannian Geometry (1966) (39)
- Isometric immersions of constant curvature manifolds. (1963) (33)
- Umbilics of constant curvature immersions (1965) (25)
- Induced homology homomorphisms for set-valued maps (1957) (19)
- Immersion of manifolds of nonpositive curvature (1960) (19)
- Isometric immersion of flat Riemannian manifolds in Euclidean space. (1962) (16)
- Isometric immersions which preserve curvature operators (1962) (13)
- Construction of Riemannian coverings (1968) (11)
- A fixed point theorem for multi-valued functions (1957) (10)
- Chapter 7 – Riemannian Geometry (2006) (10)
- PARTS AND ONE-DIMENSIONAL ANALYTIC SPACES. (1968) (5)
- Chapter 2 – Frame Fields (2006) (3)
- Geometry of Surfaces in E 3 (2006) (3)
- An algebraic criterion for immersion (1959) (2)
- Chapter 3 – Euclidean Geometry (2006) (2)
- Chapter 5 – Shape Operators (2006) (2)
- Calculus on Euclidean Space (2006) (1)
- Parts as Finite-Sheeted Coverings of the Disk (1968) (1)
- CHAPTER I – Calculus on Euclidean Space (1966) (1)
- Differential Geometry and Relativity Theory.@@@Semi-Riemannian Geometry. (1986) (1)
- CHAPTER III – Euclidean Geometry (1966) (0)
- CHAPTER IV – Calculus on a Surface (1966) (0)
- On the Leray isomorphism theorem (1958) (0)
- Global Structure of Surfaces (2006) (0)
- Calculus on a Surface (2006) (0)
- CHAPTER II – Frame Fields (1966) (0)
- CHAPTER VI – Geometry of Surfaces in E3 (1966) (0)
- CHAPTER V – Shape Operators (1966) (0)
- MANNIFOLDS OF NEGATIVE CURVATURE (2012) (0)
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