AbstractWe show that the proportion of the Morse sequence which can be tiled by one word is exactly 23, even allowing for some errors. It rises to at least 56 if we use a word with holes, or pattern. We give ergodic interpretations of these results
In this talk, I present the constructive proof of the theorem which states that the state complexity...
In this talk, I present the main results about the state complexity of the multiples of the Thue-Mor...
AbstractA strong connection exists between combinatorial properties and dynamical properties of topo...
AbstractWe study some combinatoric properties of the Morse sequence, linked with its ergodic propert...
AbstractWe show that the proportion of the Morse sequence which can be tiled by one word is exactly ...
25 pages, 9 figuresWe introduce notions of tilings and shellings on finite simplicial complexes, ca...
To my knowledge, only two mentions of Morse code have previously appeared in Word Ways: the observat...
We introduce the notion of a Morse sequence, which provides a simple and effective approach to discr...
A word ω is said to contain the pattern P if there is a way to substitute a nonempty word for each l...
summary:We prove that the generalized Thue-Morse word $\mathbf{t}_{b,m}$ defined for $b \ge 2$ and $...
We study a sequence, c, which encodes the lengths of blocks in the Thue-Morse sequence. In particula...
Two infinite words that are connected with some significant univoque numbers are studied. It is show...
AbstractWord chains are an extension of addition chains to words and can be used as a complexity mea...
We recently defined a property of Morse shellability (and tileability) of finite simplicial complexe...
Bi-infinite words are sequences of characters that are infinite forwards and backwards; for example ...
In this talk, I present the constructive proof of the theorem which states that the state complexity...
In this talk, I present the main results about the state complexity of the multiples of the Thue-Mor...
AbstractA strong connection exists between combinatorial properties and dynamical properties of topo...
AbstractWe study some combinatoric properties of the Morse sequence, linked with its ergodic propert...
AbstractWe show that the proportion of the Morse sequence which can be tiled by one word is exactly ...
25 pages, 9 figuresWe introduce notions of tilings and shellings on finite simplicial complexes, ca...
To my knowledge, only two mentions of Morse code have previously appeared in Word Ways: the observat...
We introduce the notion of a Morse sequence, which provides a simple and effective approach to discr...
A word ω is said to contain the pattern P if there is a way to substitute a nonempty word for each l...
summary:We prove that the generalized Thue-Morse word $\mathbf{t}_{b,m}$ defined for $b \ge 2$ and $...
We study a sequence, c, which encodes the lengths of blocks in the Thue-Morse sequence. In particula...
Two infinite words that are connected with some significant univoque numbers are studied. It is show...
AbstractWord chains are an extension of addition chains to words and can be used as a complexity mea...
We recently defined a property of Morse shellability (and tileability) of finite simplicial complexe...
Bi-infinite words are sequences of characters that are infinite forwards and backwards; for example ...
In this talk, I present the constructive proof of the theorem which states that the state complexity...
In this talk, I present the main results about the state complexity of the multiples of the Thue-Mor...
AbstractA strong connection exists between combinatorial properties and dynamical properties of topo...
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