Kodai Mathematical Journal

Kodai Mathematical Journal is edited by Department of Mathematics, Tokyo Institute of Technology. The journal was issued from 1949 till 1977 as Kodai Mathematical Seminar Reports, and was founded newly in 1978 under the present name. The journal is published three times yearly and includes original papers in pure mathematics.


Volume 36, Number 1

Publication Date: March 2013

A finite generating set for the level 2 mapping class group of a nonorientable surface

Błażej Szepietowski; 1-14

Banach spaces of bounded Dirichlet finite harmonic functions on Riemann surfaces

Mitsuru Nakai; 15-37

Positive Toeplitz operators of finite rank on the parabolic Bergman spaces

Masaharu Nishio, Noriaki Suzuki and Masahiro Yamada; 38-49

On Hermitian modular forms of small weight over imaginary quadratic fields

Hisashi Kojima, Yasuhide Miura, Hiroshi Sakata and Yasushi Tokuno; 50-55

On meromorphic functions sharing a one-point set and three two-point sets CM

Manabu Shirosaki; 56-68

Another improvement of Montel's criterion

Yan Xu; 69-76

Bifurcation set, M-tameness, asymptotic critical values and Newton polyhedrons

Tat Thang Nguyen; 77-90

Leaf-wise intersections in coisotropic submanifolds

Satoshi Ueki; 91-98

On vanishing Fermat quotients and a bound of the Ihara sum

Igor E. Shparlinski; 99-108

Formal group laws for multiple sine functions and applications

Shin-ya Koyama and Nobushige Kurokawa; 109-118

Recurrence relations for Super-Halley's method with Hölder continuous second derivative in Banach spaces

Maroju Prashanth and Dharmendra K. Gupta; 119-136

A notion of Δ-multigenus for certain rank two ample vector bundles

Enrique Arrondo, Antonio Lanteri and Carla Novelli; 137-153

Contact metric structures on S3

Michael Markellos and Charalambos Tsichlias; 154-166

Conformally natural extensions in view of dynamics

Yunping Jiang, Sudeb Mitra and Zhe Wang; 167-173

Chern classes and the Rost cohomological invariant

Nobuaki Yagita; 174-178

Extensions of the Euler-Satake characteristic determine point singularities of orientable 3-orbifolds

Ryan Carroll and Christopher Seaton; 179-188

2013 © Tokyo Institute of Technology, Department of Mathematics