Abstract. We provide a new characterization of periods and quasiperi- ods that is constructive. It allows for a canonical partition of the set.
We provide a new characterization of periods and quasiperiods that is constructive. It allows for a canonical partition of the set of borders of a given ...
We provide a new characterization of periods and quasiperi ods that is constructive. It allows for a canonical partition of the set of borders of a given ...
This work provides a new characterization of periods and quasiperiods that is constructive and allows for a canonical partition of the set of borders of a ...
Mireille Regnier, L. Mouchard. Periods and quasiperiods characterization. 11th Conference on Combinatorial Pattern Matching, 2000, France. pp.388-396.
Sep 20, 2016 · Abstract. A word is quasiperiodic if it can be obtained by concatenations and overlaps of a smaller word, called a quasiperiod.
quasi-periods for Drinfeld modules emerges from the work of G. Anderson [2]. With this we shall prove that all quasi-periods are transcendental, once the. ( ...
Feb 14, 2020 · We study elliptic functions in quaternionic analysis, and prove some analogues of classical theorems from the complex case.
Missing: Characterization. | Show results with:Characterization.
It also characterized periodic words and standard Sturmian words in terms of quasiperiods. This is interesting, because periodic words are the simplest possible ...
Moreover we describe a notion of quasi periods and find that the two quasi period of $f_4$ appear in $T_{mc}$. We extend the analysis to the other ...
Missing: Characterization. | Show results with:Characterization.