Repeat Space Theory Applied to Carbon Nanotubes and Matrix Art

URI http://repository.tsuyama-ct.ac.jp/metadata/833
FulltextURL
Title
Repeat Space Theory Applied to Carbon Nanotubes and Matrix Art
Author
著者 Arimoto Shigeru
著者(別表記)
著者 Amini Massoud
著者(別表記)
著者 Spivakovsky Mark
著者(別表記)
著者 LeBlanc Joseph E.
著者(別表記)
著者 Taylor Keith F.
著者(別表記)
著者 Yamabe Tokio
著者(別表記)
Abstract

In conjunction with the series of papers entitled "Repeat space theory applied to carbon nanotubes and related molecular networks. I, II, III" published in the J. Math. Chem., Springer, two Challenging Problems E and F have been formulated and discussed. The Matrix Art pictures of carbon nanotube energy band curves played a significant role as a heuristic trigger in formulating Problem E, and the pattern analysis of matrices in the repeat space was crucial in providing a conjecture in Problem F. The visual and audible data analysis are playing a significant role in the international, interdisciplinary, and intergenerational Second Generation Fukui Project and in its special new part, the Niagara Project.

Subject
410 Mathematics
Keyword
Repeat Space Theory (RST)
Asymptotic Linearity Theorem (ALT)
Analytic Curves
Resolution of Singularities
Fourier Expansions of Absolutely Continuous Functions
Publish Date
2013-02-28
Publication Title
津山工業高等専門学校紀要
Publication Title Alternative
Bulletin of Tsuyama National College of Technology
Volume
54
Start Page
31
End Page
38
ISSN
0287-7066
NCID
AN00149351
Publisher
津山工業高等専門学校
Contents Type
Departmental Bulletin Paper
language
English
File Version
publisher