Tsukuba Journal of Mathematics

The Tsukuba Journal of Mathematics is a continuation of Science Reports of the Tokyo Bunrika Daigaku, Section A (1930-1953), and Science Reports of the Tokyo Kyoiku Daigaku, Section A (1954-1977). The journal publishes original contributions to pure and applied mathematics. All papers are refereed.


Volume 36, Number 2

Publication Date: January 2013

Table of Contents, Tsukuba Journal of Mathematics, vol. 36, no. 2 (2013)

Aperiodic homeomorphisms approximate chain mixing endomorphisms on the Cantor set

Takashi Shimomura; 173-183

Asymptotic dimension and boundary dimension of proper CAT(0) spaces

Naotsugu Chinen and Tetsuya Hosaka; 185-191

On the Gauss map of surfaces of revolution in the three-dimensional Minkowski space

Chahrazede Baba-Hamed and Mohammed Bekkar; 193-215

Weierstrass gap sequences at points of curves on some rational surfaces

Jiryo Komeda and Akira Ohbuchi; 217-233

On finite factors of centralizers of parabolic subgroups in Coxeter groups

Koji Nuida; 235-294

The box topology of infinite simplicial complexes

Katsuro Sakai and Hanbiao Yang; 295-309

Semilinear degenerate elliptic boundary value problems via critical point theory

Kazuaki Taira; 311-365

Dense chaos and densely chaotic operators

Xinxing Wu and Peiyong Zhu; 367-375

2013 © University of Tsukuba, Institute of Mathematics