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 40, Number 1
Publication Date: 2000
The Penney-Fujiwara Plancherel formula for nilpotent Lie groups
Ali Baklouti and Jean Ludwig; 1-11
Removable singularities for semilinear degenerate elliptic equations and its application
Toshio Horiuchi; 13-35
Regularity bounds for projective subschemes of codimension two
N. Chiarli, S. Greco and U. Nagel; 37-59
On regular surfaces of general type with $p_g = 3$ and non-birational bicanonical map
Ciro Ciliberto and Margarida Mendes Lopes; 79-117
Moduli of parabolic stable sheaves on a projective scheme
Michi-aki Inaba; 119-136
On Freundenthal’s geometry and generalized adjoint varieties
Yasuhiro Omoda; 137-153
Homogeneous generalized functions which are rotation invariant
Ji-Young Na and Soon-Yeong Chung; 155-163
A remark on Baker operations on the elliptic cohomology of finite groups
Michimasa Tanabe; 165-176
Self homotopy group of the exceptional Lie gruop $G_2$
Hideaki Ōshima; 177-184
Multiple fibers on elliptic surfaces in positive characteristic
Mitsuru Kawazoe; 185-201
Correction to “Tauberian theorem of exponential type and its application to multiple convolution” (This Journal Vol. 39, No 2, 1999, 331-346)
Nobuko Kosugi; 203
Journal of Mathematics of Kyoto University
