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Axel Thue's work on repetitions in words
- Invited Lecture at the 4th Conference on Formal Power Series and Algebraic Combinatorics
, 1992
"... The purpose of this survey is to present, in contemporary terminology, the fundamental contributions of Axel Thue to the study of combinatorial properties of sequences of symbols, insofar as repetitions are concerned. The present state of the art is also sketched. ..."
Abstract
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Cited by 18 (2 self)
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The purpose of this survey is to present, in contemporary terminology, the fundamental contributions of Axel Thue to the study of combinatorial properties of sequences of symbols, insofar as repetitions are concerned. The present state of the art is also sketched.
Characterization of Test-Sets for Overlap-Free Morphisms
- DISCR. APPL. MATH
, 1997
"... We give a characterization of all the sets X such that any morphism h on fa; bg is overlap-free iff for all x in X, h(x) is overlap-free. As a consequence, we observe the particular case X = fbbabaag which improves the previous characterization of Berstel-Séébold [2]. ..."
Abstract
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Cited by 3 (1 self)
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We give a characterization of all the sets X such that any morphism h on fa; bg is overlap-free iff for all x in X, h(x) is overlap-free. As a consequence, we observe the particular case X = fbbabaag which improves the previous characterization of Berstel-Séébold [2].
