In the Tradition of Thurston: Geometry and Topology (Hardcover, 2020)

Preface. (Ken'ichi Ohshika and Athanase Papadopoulos). - Introduction. (Ken'ichi Ohshika and Athanase  Papadopoulos). - Chapter 1: A glimpse into Thurston's work. (Ken'ichi Ohshika and Athanase Papadopoulos). - Chapter 2: Thurston's influence on Japanese topologists up to the 1980s. (Ken'ichi Ohshika). - Chapter 3: A survey of the impact of Thurston's work on Knot Theory. (Makoto Sakuma). - Chapter 4: Thurston's theory of 3-manifolds. (Sadayoshi Kojima). - Chapter 5: Combinatorics encoding geometry: The legacy of Bill Thurston in the story of one theorem. (Philip Bowers). - Chapter 6: On Thurston's parameterization of CP1-structures. (Shinpei Baba). - Chapter 7: A short proof of an assertion of Thurston concerning convex hulls. (Graham Smith). - Chapter 8: The double limit theorem and its legacy. (Cyril Lecuire). - Chapter 9: Geometry and topology of geometric limits. I. (Ken'ichi Ohshika and Teruhiko Soma). - Chapter 10: Laminar groups and 3-manifolds. (Hyungryul Baik and KyeongRo Kim). - Chapter 11: Length functions on currents and applications to dynamics and counting. (Viveka Erlandsson and Caglar Uyanik). - Chapter 12: Big mapping class groups: an overview. (Javier Aramayona and Nicholas Vlamis). - Chapter 13: Teichmuller theory, Thurston theory, Extremal length geometry and Complex analysis. (Hideki Miyachi). - Chapter 14: Signatures of monic polynomials. (Norbert A'Campo). - Chapter 15: Anti-de Sitter geometry and Teichmuller theory. (Francesco Bonsante and Andrea Seppi). - Chapter 16: Quasi-Fuchsian co-Minkowski manifolds. (Thierry Barbot and Francois Fillastre).

Athanase Papadopoulos (엮은이)    정보 더보기

Ken’ichi Ohshika (엮은이)    정보 더보기

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