Diophantine problems with linear recurrences via the subspace theorem.
Fuchs, Clemens (2005)
Integers
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Displaying similar documents to “A note on linear recurrent Mahler numbers.”
Diophantine problems with linear recurrences via the subspace theorem.
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Two linear numeration systems, with characteristic polynomial equal to the minimal polynomial of two Pisot numbers and respectively, such that and are multiplicatively dependent, are considered. It is shown that the conversion between one system and the other one is computable by a finite automaton. We also define a sequence of integers which is equal to the number of periodic points of a sofic dynamical system associated with some Parry number.
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