 02351 David Damanik and Luca Q. Zamboni
 ArnouxRauzy Subshifts: Linear Recurrence, Powers, and Palindromes
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Aug 19, 02

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Abstract. We consider ArnouxRauzy subshifts $X$ and study various
combinatorial questions: When is $X$ linearly recurrent? What is
the maximal power occurring in $X$? What is the number of
palindromes of a given length occurring in $X$? We present
applications of our combinatorial results to the spectral theory
of discrete onedimensional Schr\"odinger operators with
potentials given by ArnouxRauzy sequences.
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