MURASE Nobuyuki, OKAMOTO Koji. A Consideration Concerning Method of Research About Mathematics Class -Through Looking on the Class as an "Organism". 2012. 32. 171-195
Murase Nobuyuki, Ohta Haruto. Group topologies on the complex numbers which make certain geometric sequences converge (Unsolved Problems and its Progress in General・Geometric Topology). RIMS Kokyuroku. 1999. 1107. 1107. 4-9
N.Murase, H.Ohota. Group topologies on the complex numbers with special convergence II. Scientiae Mathematicae. 1999. 2. 1. 129-132
N.Murase, H.Ohota. Group topologies on the complex numbers with special convergence. Mathematica Japonica. 1999. 50. 3. 421-425
Books (3):
ギリシャの作図問題
篠原印刷所 出版部 2017 ISBN:9784901580380
教育系のための初等整数論入門
篠原印刷所 出版部 2014 ISBN:9784901580120
数学入門とギリシャの作図問題
青山社 2000 ISBN:488359047X
Lectures and oral presentations (1):
Group topologies on the complex numbers which make certain geometric sequences converge
(1999)
Association Membership(s) (2):
JAPAN SOCIETY OF MATHEMATICAL EDUCATION
, THE MATHEMATICAL SOCIETY OF JAPAN