Expanding Polynomials and Connectedness of Self-Affine Tiles

Arithmetic properties of Bernoulli convolutions

Adriano M. Garsia · Transactions of the American Mathematical Society · 1962 · 234 citations

Natural Sciences, Mathematics, Discrete Mathematics +7

Self-similar sets. V. Integer matrices and fractal tilings of 𝑅ⁿ

Christoph Bandt · Proceedings of the American Mathematical Society · 1991 · 148 citations

Natural Sciences, Computer Science, Mathematics +12

Integral Self-Affine Tiles in ℝ^<i>n</i> I. Standard and Nonstandard Digit Sets

Jeffrey C. Lagarias, Yang Wang · Journal of the London Mathematical Society · 1996 · 133 citations

Natural Sciences, Mathematics, Geometry +6

On the Connectedness of Self-Affine Tiles

İbrahim Kirat, Ka‐Sing Lau · Journal of the London Mathematical Society · 2000 · 86 citations · Full text

Natural Sciences, Mathematics, Combinatorics +6

Disk-Like Self-Affine Tiles in R 2

Christoph Bandt, Yadong Wang · Discrete & Computational Geometry · 2001 · 79 citations · Full text

Computing, Materials Science, Computational Geometry +4