Corpus ID: 18956580

INTEGRAL SELF-AFFINE TILES IN Rn II. LATTICE TILINGS

@inproceedings{Wang1998INTEGRALST,
  title={INTEGRAL SELF-AFFINE TILES IN Rn II. LATTICE TILINGS},
  author={Y. Wang},
  year={1998}
}

Y. Wang

Published 1998

math.ust.hk

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Let A be an expanding n n integer matrix with j det A j m A standard digit set D for A is any complete set of coset representatives for Z A Z Associated to a given D is a set T A D which is the attractor of an a ne iterated function system satisfying T d D T d It is known that T A D tiles R n by some subset of Z This paper proves that every standard digit set D gives a set T A D which tiles R with a lattice tiling