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Self-affine Lattice Reptiles with Two Pieces in IRn |
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| Authors: | G tz Gelbrich |
| Affiliation: | Götz Gelbrich |
| Abstract: | We prove that for every number n ≥ 1, there is a finite number of affine types of self-affine lattice tilings in ?n, such that the expansion carries each tile onto the union of two tiles. |
| Keywords: | |