Pedro Ontaneda: Difference between revisions
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'''Pedro Ontaneda''' is a Peruvian-American [[mathematician]] specializing in [[topology]]. He is a distinguished professor at [[Binghamton University]], a unit of the [[State University of New York]]. His research has broken new ground in the study of [[manifold]]s by finding new kinds of manifold with [[negative curvature]]; unlike previous examples they are not [[locally symmetric space]]s. This work greatly expanded the known range of the important negatively curved manifolds. Ontaneda (2020) was described in [[Mathematical Reviews]] as "in what seems to be a technical tour de force, ... one can produce a negatively curved Riemannian manifold".<ref>MathSciNet MR4106793.</ref> His joint paper (2015) contributed a "remarkable"<ref>MathSciNet MR3455236.</ref> expansion to classification of [[dynamical system]]s by showing that [[Anosov diffeomorphism]]s exist on many manifolds of high dimension. |
'''Pedro Ontaneda''' is a Peruvian-American [[mathematician]] specializing in [[topology]]. He is a distinguished professor at [[Binghamton University]], a unit of the [[State University of New York]]. His research has broken new ground in the study of [[manifold]]s by finding new kinds of manifold with [[negative curvature]]; unlike previous examples they are not [[locally symmetric space]]s. This work greatly expanded the known range of the important negatively curved manifolds. Ontaneda (2020) was described in [[Mathematical Reviews]] as "in what seems to be a technical tour de force, ... one can produce a negatively curved [[Riemannian manifold]]".<ref>MathSciNet MR4106793.</ref> His joint paper (2015) contributed a "remarkable"<ref>MathSciNet MR3455236.</ref> expansion to classification of [[dynamical system]]s by showing that [[Anosov diffeomorphism]]s exist on many manifolds of high dimension. |
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== Selected publications == |
== Selected publications == |
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Revision as of 17:49, 29 January 2024
Pedro Ontaneda is a Peruvian-American mathematician specializing in topology. He is a distinguished professor at Binghamton University, a unit of the State University of New York. His research has broken new ground in the study of manifolds by finding new kinds of manifold with negative curvature; unlike previous examples they are not locally symmetric spaces. This work greatly expanded the known range of the important negatively curved manifolds. Ontaneda (2020) was described in Mathematical Reviews as "in what seems to be a technical tour de force, ... one can produce a negatively curved Riemannian manifold".[1] His joint paper (2015) contributed a "remarkable"[2] expansion to classification of dynamical systems by showing that Anosov diffeomorphisms exist on many manifolds of high dimension.
Selected publications
- F. T. Farrell, L. E. Jones, and P. Ontaneda (2007), "Negative curvature and exotic topology." In Surveys in Differential Geometry, Vol. XI, pp. 329–347, International Press, Somerville, MA.
- F. Thomas Farrell and Pedro Ontaneda (2010), "On the topology of the space of negatively curved metrics." Journal of Differential Geometry 86, no. 2, pp. 273–301.
- Andrey Gogolev, Pedro Ontaneda, and Federico Rodriguez Hertz (2015), "New partially hyperbolic dynamical systems I." Acta Mathematica 215, no. 2, pp. 363–393.
- Pedro Ontaneda (2020), "Riemannian hyperbolization." Publ. Math. Inst. Hautes Études Sci. 131, pp. 1–72.
References
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