The Kyoto Journal of Mathematics, formerly The Journal of Mathematics of Kyoto University, has a long and distinguished history of publishing high-quality and original mathematical research. A quarterly, it publishes original research papers at the forefront of pure mathematics, including surveys that contribute to advances in pure mathematics.
Volume 26, Number 1
Publication Date: 1986
On the time evolution of the Boltzmann entropy
Shunji Ito, Masahiro Mizutani and Toshio Niwa; 1-11
Holomorphic families of Riemann mapping functions
Ch. Pommerenke and Burton Rodin; 13-22
Outradii of Teichmüller spaces of finitely generated Fuchsian groups of the second kind
Hisao Sekigawa and Hiro-o Yamamoto; 23-30
Necessary and sufficient conditions for extremality in certain classes of quasiconformal mappings
Ken-ichi Sakan; 31-37
Half-canonical divisors on variable Riemann surfaces
Clifford J. Earle and Irwin Kra; 39-64
Some remarks on meromorphic functions on open Riemann surfaces
Yoshikazu Sainouchi; 65-72
Local normality of a meromorphic function and a Picard type theorem
Tatsuo Fuji’i’e; 95-99
Une théorie trois-dimensionnelle des ondes de surface de l’eau et le développement de Friedrichs
Tadayoshi Kano; 101-155
Journal of Mathematics of Kyoto University
