In this work, we confirm a formula about b ( n ) , conjectured by J. Shallit in 2000. As an application, we show that the sequence ( b ( n ) ) n ⩾ 0 is 3 -
Dec 21, 2021 · In this work, we shall confirm a formula about b(n), conjectured by J. Shallit in 2000. As application, we show that the sequence (b(n))_{n\geqslant 0} is 3- ...
Jun 8, 2005 · We solve a conjecture of J. Shallit related to the automaticity function of a unary language, or equivalently to the first occurrence ...
We solve a conjecture of J. Shallit related to the automaticity function of a unary language, or equivalently to the first occurrence function in a symbolic ...
In this work, we shall confirm a formula about $b(n)$, conjectured by J. Shallit in 2000. As application, we show that the sequence $(b(n))_{n\geqslant 0}$ is ...
Jul 7, 1997 · On a Conjecture of J. Shallit. Author: Julien CassaigneAuthors Info ... Proof of a Conjecture of Bárány, Katchalski and Pach. Bárány ...
On a conjecture of J. Shallit about Ap\'ery-like numbers · Z. Shen · Published 21 December 2021 · Mathematics.
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In this work, we confirm a formula about $b(n)$, conjectured by J. Shallit in 2000. As an application, we show that the sequence $(b(n))_{n\geqslant 0}$ is $3$- ...
Hamm, J. Shallit, Characterization of finite and one-sided infinite fixed points of morphisms on free monoids. Technical Report CS-99-17, July 1999, see ...
We show a connection between a recent conjecture of Shallit and an older conjecture of Rauzy for infinite words on a finite alphabet. More precisely we show ...