Linearly repetitive Delone systems have a finite number of non periodic Delone system factors

Details Linearly repetitive Delone systems have a finite number of non periodic Delone system factors Linearly repetitive Delone systems have a finite number of non periodic Delone system factors

2008-07-18

arxiv.org/abs/0807.2907v1

Mathematics

Dynamical Systems

15 pages

Scientific paper

We prove linearly repetitive Delone systems have finitely many Delone system
factors up to conjugacy. This result is also applicable to linearly repetitive
tiling systems.

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