This package was created to demonstrate results in the paper
of Lubomira Dvorakova and Jana Lepsova with the name
Critical exponent of Arnoux-Rauzy sequences.
The algorithm computes the asymptotical critical exponent
of regular d-ary Arnoux-Rauzy sequence for any dimension d.
In the examples we compute the asymptotical critical exponent (ACE)
of the Tribonacci word (d = 3).
==================
EXAMPLES:
sage: from colored_arnoux_rauzy_sequences.ARsequence import ArnouxRauzySubstitutiveSequence
sage: word = ArnouxRauzySubstitutiveSequence(3,[],[1])
sage: ACE = word.asymptotic_critical_exponent()
sage: ACE
1/2*Lambda^2 + 3/2
sage: ACE.n()
3.19148788395312
==================
``colored_arnoux_rauzy_sequences`` package
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