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Yair Minsky information


Yair Minsky, in Oberwolfach (2004)

Yair Nathan Minsky (born in 1962) is an Israeli-American mathematician whose research concerns three-dimensional topology, differential geometry, group theory and holomorphic dynamics. He is a professor at Yale University.[1] He is known for having proved Thurston's ending lamination conjecture and as a student of curve complex geometry.

  1. ^ Minsky's home page at Yale University

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Yair Minsky

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Yair Nathan Minsky (born in 1962) is an Israeli-American mathematician whose research concerns three-dimensional topology, differential geometry, group...

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William Thurston

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Gabai, William Goldman, Benson Farb, Richard Kenyon, Steven Kerckhoff, Yair Minsky, Igor Rivin, Oded Schramm, Richard Schwartz, William Floyd, and Jeffrey...

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Jeffrey Brock

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geometry or negative curvature. His joint work with Richard Canary and Yair Minsky resulted in a solution to the "Ending Lamination Conjecture" of William...

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Brian Bowditch

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class groups and of Kleinian groups. In a 1999 paper Howard Masur and Yair Minsky proved that for a finite type orientable surface S the curve complex...

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Ending lamination theorem

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MR 1316176 Minsky, Yair (2003), The classification of Kleinian surface groups. I. Models and bounds, arXiv:math/0302208, Bibcode:2003math......2208M Minsky, Yair...

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Jason Behrstock

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Math. Ann. 344 (2009), number 3, pages 543–595. Behrstock, Jason A.; Minsky, Yair N. "Dimension and rank for mapping class groups". Ann. of Math. (2) 167...

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List of International Congresses of Mathematicians Plenary and Invited Speakers

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McCullagh Philippe Michel Grigory Mikhalkin [de] William Minicozzi II Yair Minsky Nicolas Monod Fabien Morel Bienvenido Nebres Itay Neeman Arkadi Nemirovski...

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Howard Masur

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Zürich. and is a fellow of the American Mathematical Society. Along with Yair Minsky, Masur is one of the pioneers of the study of curve complex geometry...

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Francis Bonahon

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ISBN 978-0-8218-4816-6 Geodesic laminations on surfaces, in M. Lyubich, John Milnor, Yair Minsky (eds.) Laminations and Foliations in Dynamics, Geometry and Topology...

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Geometry Festival

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William H. Meeks, The Dynamics Theorem for embedded minimal surfaces Yair Minsky, Asymptotic geometry of the mapping class group Frank Morgan, Manifolds...

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Fields Medal Symposium

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Eskin Steve Kerckhoff Anton Zorich Ursula Hamenstädt Elon Lindenstrauss Yair Minsky Amie Wilkinson (Public Opening Lecturer) 2014 Fields Medal for her outstanding...

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Curve complex

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complex". European Congress of Mathematics. Eur. Math. Soc. pp. 103–115. Minsky, Yair (2010). "The classification of Kleinian surface groups, I: models and...

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Erica Klarreich

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Klarreich obtained her Ph.D. in mathematics under the guidance of Yair Nathan Minsky at Stony Brook University in 1997. As a mathematician, Klarreich proved...

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Bers slice

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Berlin, New York: Springer-Verlag, ISBN 978-3-540-17746-3, MR 0959135 Minsky, Yair N. (1999), "The classification of punctured-torus groups", Annals of...

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Hyperbolic metric space

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1999, p. 428. de la Harpe & Ghys 1990, Chapitre 8. Masur, Howard A.; Minsky, Yair N. (1999). "Geometry of the complex of curves. I. Hyperbolicity". Invent...

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Mapping class group of a surface

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1215/00127094-0000006X. S2CID 15393033. Farb, Benson; Lubotzky, Alexander; Minsky, Yair (2001). "Rank-1 phenomena for mapping class groups". Duke Mathematical...

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List of unsolved problems in mathematics

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2004) Ending lamination theorem (Jeffrey F. Brock, Richard D. Canary, Yair N. Minsky, 2004) Carpenter's rule problem (Robert Connelly, Erik Demaine, Günter...

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Doyle spiral

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0000233 Wright, David J. (2006), "Searching for the cusp" (PDF), in Minsky, Yair; Sakuma, Makoto; Series, Caroline (eds.), Spaces of Kleinian Groups,...

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List of economists

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Nobel laureate Jacob Mincer (1922–2006), American labor economist Hyman Minsky (1919–1996), American economist and professor at Washington University in...

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Sydney Taylor Book Award

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of Mulberry Street Honor Holly-Jane Rahlens Prince William, Maximilian Minsky, and Me Honor Uri Shulevitz Uri Shulevitz The Travels of Benjamin of Tudela:...

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