Flexibility of Group Actions on the Circle (Lecture Notes in Mathematics #2231) (Paperback)

Flexibility of Group Actions on the Circle (Lecture Notes in Mathematics #2231) By Sang-Hyun Kim, Thomas Koberda, Mahan Mj Cover Image

Flexibility of Group Actions on the Circle (Lecture Notes in Mathematics #2231) (Paperback)

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- Introduction.- Preliminaries.- Topological Baumslag Lemmas. - Splittable Fuchsian Groups. - Combination Theorem for Flexible Groups. - Axiomatics. - Mapping Class Groups. - Zero Rotation Spectrum and Teichm ller Theory.
Sang-hyun Kim received his PhD from Yale University in 2007, under the supervision of Andrew J. Casson. He previously worked at the University of Texas at Austin, Tufts University and KAIST. He is a member of the Young Korean Academy of Science and Technology (Y-KAST), and a recipient of the Sang-San Prize for Young Mathematicians. He is currently an Associate Professor at Seoul National University. Thomas Koberda received his PhD in 2012 from Harvard University, under the supervision of Curtis T. McMullen. He was an NSF Postdoctoral Fellow and a Gibbs Assistant Professor at Yale University. He is currently on the faculty of the University of Virginia. In 2017, he was named an Alfred P. Sloan Foundation Research Fellow, and was awarded the Kamil Duszenko Prize. Mahan Mj received his PhD from the University of California at Berkeley in 1997, under the supervision of Andrew J. Casson. He is currently Professor of Mathematics at Tata Institute of Fundamental Research. He was awarded the Infosys Prize in Mathematical Sciences in 2015 and was an invited speaker in the Geometry Section at the International Congress of Mathematicians, 2018.
Product Details ISBN: 9783030028541
ISBN-10: 3030028542
Publisher: Springer
Publication Date: January 8th, 2019
Pages: 136
Language: English
Series: Lecture Notes in Mathematics