Research report Series A (116-121)

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A-121 (May, 1998)

Title
Inductive construction of $R$-matrices
Author
Yagi Tatsuya
Email
yagi(at)is.titech.ac.jp
Abstract
We report construction of $R$-matrices, which are solutions of the Yang-Baxter equation, by using given $R$-matrices satisfying the skein relation. Describing entries of the constructed matrices by given matrices, we reduced the complexity of the calculation. We also use pictorial calculation to help understand the meanings of expressions.

ID: A-120 (October, 1996)

Title
Some remarks on the compactness method
Author
Alexandre V. Kazhikhov Email: kajikhov (at) is.titech.ac.jp
Abstract
A-120.txt
Document
not available

ID: A-119 (August, 1996)

Title
Solutions to the linear continuity equation in Orlicz spaces Authors: Alexandre V. Kazhikhov and Seiji Ukai
Abstract
A-119.txt
Document
not available

ID: A-118 (June, 1996)

Title
The verification compactness method Authors: Alexandre V. Kazhikhov and Vladimir V. Shelukhin
Abstract
A-118.txt
Document
not available

ID: A-117 (June, 1996)

Title
A class of finite and infinite dimensional maps which have infinitely many periodic points Authors: Akihiko Itaya and Seiji Ukai Email: itaya (at) is.titech.ac.jp
Abstract
A-117.txt
Document
not available

ID: A-116 (June, 1996)

Title
Periodic points of one-dimensional maps Authors: Akihiko Itaya and Seiji Ukai Email: itaya (at) is.titech.ac.jp
Abstract
A-116.txt
Document
not available

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数理・計算科学系 談話会 藤澤 克樹 教授

講演者 藤澤 克樹 氏 (東京工業大学 科学技術創成研究院デジタルツイン研究ユニット ユニット長 / 九州大学 マス・フォア・インダストリ研究所 数理計算インテリジェント社会実装推進部門 部門長)