## Abstract

<p> We construct a class of connected self-aﬃne tiles in R3 and prove that it contains a subclass of tiles that are homeomorphic to the unit ball. Our construction is obtained by generalizing a two-dimensional one by Q. Deng and K.-S. Lau.</p>

Original language | American English |
---|---|

State | Published - Mar 13 2015 |

Event | Spring Central Sectional Meeting of the American Mathematical Society (AMS) - Duration: Mar 13 2015 → … |

### Conference

Conference | Spring Central Sectional Meeting of the American Mathematical Society (AMS) |
---|---|

Period | 03/13/15 → … |

## Keywords

- Classes
- R3
- Self-affine tiles
- Topological properties

## DC Disciplines

- Mathematics
- Physical Sciences and Mathematics

## Fingerprint

Dive into the research topics of 'Topological Properties of a Class of Self-Affine Tiles in*R*

_{3}'. Together they form a unique fingerprint.