Title of article
Balanced pair algorithm for a class of cubic substitutions
Author/Authors
SELLAMI, TAREK Montanuniversitat Leoben - Department of Mathematics and Statistics, Austria
From page
91
To page
102
Abstract
In this article we introduce the balanced pair algorithm associated with 2 unimodular Pisot substitutions having the same incidence matrix. We are interested in beta-substitution related to the polynomial x^3 - ax^2 - bx-1 for a geq b geq 1. Applying the balanced pair algorithm to these substitutions, we obtain a general formula for the associated intersection substitution.
Keywords
Rauzy fractals , substitution dynamical systems , balanced pair algorithm The author was supported by project I 11 36 funded by the Austrian Science Fund
Journal title
Turkish Journal of Mathematics
Journal title
Turkish Journal of Mathematics
Record number
2531533
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