RIMS Kôkyûroku Bessatsu , Vol. B17  
CONTENTS
 
1. Elliptic modular transformations on Teichmuller and asymptotic Teichmuller spaces (Infinite dimensional Teichmuller spaces and moduli spaces)---1
    Department of Mathematics and Informatics, Chiba University   FUJIKAWA,Ege
 
2. Structure theorem for holomorphic self-covers of Riemann surfaces and its applications (Infinite dimensional Teichmuller spaces and moduli spaces)---21
    Department of Mathematics and Informatics, Chiba University / Department of Mathematics, Okayama University / Department of Mathematics, Nara Women's University   FUJIKAWA,Ege / MATSUZAKI,Katsuhiko / TANIGUCHI,Masahiko
 
3. Asymptotically affine and asymptotically conformal circle endomorphisms (Infinite dimensional Teichmuller spaces and moduli spaces)---37
    Department of Mathematics, Brooklyn [college] ・Department of Mathematics, Graduate School of the City University of New York / Department of Mathematics, Queens College of the City University of New York・Department of Mathematics, Graduate School of the City University of New York   GARDINER,Frederick P. / JIANG,Yunping
 
4. A synopsis of the Dirichlet principle for measured foliations (Infinite dimensional Teichmuller spaces and moduli spaces)--------55
    Department of Mathematics, Brooklyn [college] ・Department of Mathematics, Graduate School of the City University of New York / Department of Mathematics, Herbert H. Lehman College   GARDINER,Frederick P. / LAKIC,Nikola
 
5. An averaging operator and non-separability of certain Banach spaces of holomorphic automorphic forms (Infinite dimensional Teichmuller spaces and moduli spaces)---65
    Department of Mathematics, Okayama University   MATSUZAKI,Katsuhiko
 
6. Properties of asymptotically elliptic modular transformations of Teichmuller spaces (Infinite dimensional Teichmuller spaces and moduli spaces)---73
    Department of Mathematics, Okayama University   MATSUZAKI,Katsuhiko
 
7. Quasiarcs and the outside of the asymptotic Teichmuller space (Infinite dimensional Teichmuller spaces and moduli spaces)--------85
    Department of Mathematics, Graduate School of Science, Osaka University   MIYACHI,Hideki
 
8. An application of Penner's coordinates of Teichmuller space of punctured surfaces (Infinite dimensional Teichmuller spaces and moduli spaces)---105
    Department of Mathematics, Shimane University   NAKANISHI,Toshihiro
 
9. Asymptotics of degenerating Eisenstein series : Dedicated to Takahide Kurokawa and Kimio Miyajima on the occasion of their 60th birthdays (Infinite dimensional Teichmuller spaces and moduli spaces)---115
    Faculty of Science, Kagoshima University   OBITSU,Kunio
 
10. Modulus of continuity, a Hardy-Littlewood theorem and its application (Infinite dimensional Teichmuller spaces and moduli spaces)---127
    Department of Mathematics, Tokyo Institute of Technology   SHIGA,Hiroshige