Article
Hd0l Ω-Equivalence and Periodicity Problems in the Primitive Case
Authors
Abstract
In this paper I would like to witness the mathematical inventive- ness of G. Rauzy through a personnal exchanges I had with him. The objects that will emerge will be used to treat the decidability of the HD0L ω-equivalence and periodicity problems in the primitive case.
Keywords
HD0L, decidability, periodicity, return words.
Citation
Durand, F. (2012). Hd0l ω-equivalence and periodicity problems in the primitive case. Uniform Distribution Theory, 7(1), 199–215.
F. Durand, “Hd0l ω-equivalence and periodicity problems in the primitive case,” Uniform Distribution Theory, vol. 7, no. 1, pp. 199–215, 2012.
Durand F. Hd0l ω-equivalence and periodicity problems in the primitive case. Uniform Distribution Theory. 2012;7(1):199–215.
Durand, F. (2012), ‘Hd0l ω-equivalence and periodicity problems in the primitive case’, Uniform Distribution Theory, 7(1), pp. 199–215.
Durand, Fabien. “Hd0l Ω-equivalence and Periodicity Problems in the Primitive Case.” Uniform Distribution Theory, vol. 7, no. 1, 2012, pp. 199–215.
Durand, Fabien. “Hd0l Ω-equivalence and Periodicity Problems in the Primitive Case.” Uniform Distribution Theory 7, no. 1 (2012): 199–215.
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Published by: Engineering Journals
