Classification of One-Dimensional Quasilattices into Mutual Local-Derivability Classes
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概要
- 論文の詳細を見る
One-dimensional quasilattices are classified into mutual local-derivability (MLD) classes on the basis of geometrical and number-theoretical considerations. Most quasilattices are ternary, and there exist an infinite number of MLD classes. Every MLD class has a finite number of quasilattices with inflation symmetries. We can choose one of them as the representative of the MLD class, and other members are given as decorations of the representative. Several MLD classes of particular importance are listed. The symmetry-preserving decorations rules are investigated extensively.
- 社団法人日本物理学会の論文
- 2002-01-15
著者
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NIIZEKI Komajiro
Department of Physics,Graduate School of Science,Tohoku University
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Niizeki Komajiro
Department Of Physics Faculty Of Science Tohoku University
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FUJITA Nobuhisa
Research Institute of Electrical Communication, Tohoku University
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Fujita Nobuhisa
Research Institute Of Electrical Communication Tohoku University
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