Limit sets of automatic sequences

Anna Greta Barbe, Fritz von Haeseler

Type: Article

Publication Date: 2003-04-30

Citations: 14

DOI: https://doi.org/10.1016/s0001-8708(02)00043-9

Similar Works

Action	Title	Year	Authors
+	Limits of Real Sequences	2014	A. D. R. Choudary Constantin P. Niculescu
+	On asymptotically automatic sequences	2024	Jakub Konieczny
+	Infinite sequences	2024	Hans Zantema
+ PDF Chat	On sequences and limiting sets	1935	G. T. Whyburn
+	Calculation of Limits of Sequences	2022	Christian Karpfinger
+	Convergence of Sequences	2015	Steen Pedersen
+	Spectral study of automatic and substitutive sequences	1995	Martine Queffélec
+	On the Nth linear complexity of automatic sequences	2017	László Mérai Arne Winterhof
+	Spaces of sequences	1999	Charalambos D. Aliprantis Kim C. Border
+	Asymptotic sequences	1983	Stephen McAdam
+	Asymptotic sequences	1983	Louis J. Ratliff
+	On partial limits of sequences	2019	Ladislav Mišík János T. Tóth
+	The distribution of elements in automatic double sequences	2005	Yossi Moshe
+	Limits of Polynomial Sequences	2012	Clark Kimberling
+ PDF Chat	Enumeration and Decidable Properties of Automatic Sequences	2011	Émilie Charlier Narad Rampersad Jeffrey Shallit
+	On the boundary sequence of an automatic sequence	2021	Ying-Jun Guo Xiao-Tao Lü Zhi‐Xiong Wen
+	Limits of Sequences	2008
+	Limits of Sequences	2008
+	On the limit superior of sequences of sets	1977	Miklós Laczkovich
+	87.14 Limits of certain sequences	2003	Masakazu Nihei

Action	Title	Year	Authors
+ PDF Chat	From Combinatorial Games to Shape-Symmetric Morphisms	2020	Michel Rigo
+	Automatic sets and Delone sets	2004	Anna Greta Barbe Fritz von Haeseler
+	Scaling properties of generalized Carlitz sequences of polynomials	2004	Anna Greta Barbe Fritz von Haeseler Г. Скордев
+ PDF Chat	Generalized Pascal triangle for binomial coefficients of words	2016	Julien Leroy Michel Rigo Manon Stipulanti
+ PDF Chat	Quantization causes waves: Smooth finitely computable functions are affine	2015	Vladimir Anashin
+ PDF Chat	An analogue of Cobham’s theorem for fractals	2011	Boris Adamczewski Jason P. Bell
+	LIMIT SETS OF RESTRICTED RANDOM SUBSTITUTIONS	2006	André Barbé Fritz von Haeseler Gencho Skordev
+ PDF Chat	VON KOCH AND THUE-MORSE REVISITED	2007	Jean‐Paul Allouche Г. Скордев
+ PDF Chat	Sumsets of Wythoff sequences, Fibonacci representation, and beyond	2021	Jeffrey Shallit
+	A sequential view of self--similar measures, or, What the ghosts of Mahler and Cantor can teach us about dimension	2020	Michael James Coons James S. Evans

Action	Title	Year	Authors
+	Ensembles presque periodiques k-reconnaissables	1979	Gilles Christol
+	Cellular automata, matrix substitutions and fractals	1993	Fritz von Haeseler Heinz‐Otto Peitgen Г. Скордев
+	SELF-SIMILAR STRUCTURE OF RESCALED EVOLUTION SETS OF CELLULAR AUTOMATA I	2001	Fritz von Haeseler Heinz‐Otto Peitgen Г. Скордев
+	Calculating growth rates and moments for additive cellular automata	1992	Stephen J. Willson
+	Linear cellular automata, finite automata and Pascal's triangle	1996	Jean‐Paul Allouche Fritz von Haeseler H. O. Peitgen Г. Скордев
+	Cellular automata can generate fractals	1984	Stephen J. Willson
+	Self-similarity of linear cellular automata	1992	Satoshi Takahashi
+	Hausdorff dimension in graph directed constructions	1988	R. Daniel Mauldin Stanley C. Williams
+	Pascal's triangle, dynamical systems and attractors	1992	Fritz von Haeseler Heinz‐Otto Peitgen Gencho Skordev
+	On the fractal structure of the rescaled evolution set of Carlitz sequences of polynomials	2000	Fritz von Haeseler Heinz‐Otto Peitgen Г. Скордев