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 35, Number 2

Publication Date: December 2011

Table of Contents, Tsukuba Journal of Mathematics, vol. 35, no. 2 (2011)

On boundaries of coxeter groups and topological fractal structures

Tetsuya Hosaka; 153-160

On p-harmonic maps into spheres

Sorin Dragomir and Andrea Tommasoli; 161-167

Metrizability of ordered additive groups

Chuan Liu and Yoshio Tanaka; 169-183

Necessary and sufficient conditions for the solvability and maximal regularity of abstract differential equations of mixed type in UMD spaces

Fatima Zohra Mezeghrani; 185-202

A generalization of Shelah's omitting types theorem

Kota Takeuchi; 203-213

Lorentzian stationary surfaces in 4-dimensional space forms of index 2

Makoto Sakaki; 215-229

A second limit formula for higher rank twisted Epstein zeta functions and some applications

Keiju Sono; 231-251

On killing fields preserving minimal foliations of polynomial growth at most 2

Gen-ichi Oshikiri; 253-258

Fractional powers and interpolation theory for multivalued linear operators and applications to degenerate differential equations

Alberto Favaron and Angelo Favini; 259-323

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