×

zbMATH — the first resource for mathematics

Teichmüller theory and moduli problem. Proceedings of the workshop at Harish-Chandra Research Institute, Allahabad, India, January 5–15, 2006. (English) Zbl 1186.00038
Ramanujan Mathematical Society Lecture Notes Series 10. Mysore: Ramanujan Mathematical Society (ISBN 978-93-80416-00-7/hbk). 618 p. (2010).

Show indexed articles as search result.

The articles of this volume will be reviewed individually.
Indexed articles:
Earle, Clifford J., Teichmüller spaces as complex manifolds: Warwick 1992, 5-33 [Zbl 1209.30017]
Seshadri, C. S., Moduli, 35-39 [Zbl 1264.14013]
Belkhirat, Abdelhadi, On the divergence of certain geodesic rays in Teichmüller space, 41-51 [Zbl 1206.32004]
Belkhirat, Abdelhadi, On the non-quasi-isometry of the Teichmüller metric and Thurston’s weak metric, 53-60 [Zbl 1206.32005]
Bhosle, Usha N.; Biswas, Indranil, Notes on vector bundles on curves, 61-93 [Zbl 1205.14044]
Biswas, Indranil; Muñoz, Vicente, Moduli spaces of connections on a Riemann surface, 95-111 [Zbl 1202.14033]
Bowman, Joshua P., Teichmüller geodesies, Delaunay triangulations, and Veech groups, 113-129 [Zbl 1250.32010]
Canary, Richard P., Introductory bumponomics: the topology of deformation spaces of hyperbolic 3-manifolds, 131-150 [Zbl 1202.57018]
Dey, Arijit, A short note on nonemptyness of parabolic moduli, 151-166 [Zbl 1205.14055]
Fujikawa, Ege, Limit set of quasiconformal mapping class group on asymptotic Teichmüller space, 167-178 [Zbl 1209.30018]
Gardiner, Frederick P.; Hu, Jun, Finite earthquakes and the associahedron, 179-194 [Zbl 1203.52010]
Gardiner, F. P.; Hu, Jun, A short course on Teichmüller’s theorem, 195-228 [Zbl 1209.30019]
Gilman, Jane, Prime order automorphism of Riemann surfaces, 229-246 [Zbl 1209.30021]
Girondo, Ernesto; González-Diez, Gabino, On complex curves and complex surfaces defined over number fields, 247-280 [Zbl 1246.14034]
Gómez, Tomás L.; Langer, Adrian; Schmitt, Alexander H. W.; Sols, Ignacio, Moduli spaces for principal bundles in large characteristics, 281-371 [Zbl 1201.14008]
Halic, Mihai, Some remarks about curves on \(K3\) surfaces, 373-385 [Zbl 1197.14041]
Hoffman, Norbert, The moduli stack of vector bundles on a curve, 387-394 [Zbl 1204.14015]
Hubbard, John, The Klein-Maskit combination theorems, 395-412 [Zbl 1198.30043]
Jiang, Yunping, Function models for Teichmüller spaces and dual geometric Gibbs type measure theory for circle dynamics, 413-435 [Zbl 1204.37045]
Kausz, Ivan, Stable maps into the classifying space of the general linear group, 437-449 [Zbl 1197.14003]
Keen, Linda; Lakic, Nikola, Limit points of iterated function systems, 451-463 [Zbl 1204.37046]
Koch, Sarah C., SaddleDrop: a tool for studying dynamics in \(\mathbb{C}^2\), 465-479 [Zbl 1197.65208]
Matsuzaki, Katsuhiko, The action of elliptic modular transformations on asymptotic Teichmüller spaces, 481-488 [Zbl 1202.30072]
Mj, Mahan, Cannon-Thurston maps and bounded geometry, 489-511 [Zbl 1204.57014]
Muller, Gregory, Computing a generating set of arithmetic Kleinian groups, 513-517 [Zbl 1202.30073]
Parameswaran, A. J.; Subramanian, S., On the spectrum of asymptotic slopes, 519-528 [Zbl 1197.14036]
Peters, Chris, Rigidity, past and present, 529-548 [Zbl 1197.14021]
Porter, R. Michael, On the art of calculating accessory parameters of conformal mappings of circular arc polygons – general considerations and special situations, 549-576 [Zbl 1204.30006]
Shiga, Hiroshige, Denjoy-Wolf theorem on Riemann surfaces, 577-582 [Zbl 1207.30068]
Sugawa, Toshiyuki, Cardioids and Teichmüller spaces, 583-596 [Zbl 1203.30045]
Weaver, Anthony, Stratifying the space of moduli, 597-618 [Zbl 1200.14063]
MSC:
00B25 Proceedings of conferences of miscellaneous specific interest
30F10 Compact Riemann surfaces and uniformization
32G13 Complex-analytic moduli problems
14H15 Families, moduli of curves (analytic)
14D20 Algebraic moduli problems, moduli of vector bundles
30F60 Teichmüller theory for Riemann surfaces
PDF BibTeX XML Cite