We give finite automata describing the expansions of the elements of ℤ β and of ℤ β − ℤ β . We present a construction of such a finite set F, and a method to ...

May 28, 2013 · In this paper we study Meyer sets Zβ associated with β-expansions, β being a Pisot number, and give a construction of a minimal finite set F ...

We give finite automata describing the expansions of the elements of ℤβ and of ℤβ − ℤβ . We present a construction of such a finite set F, and a method to ...

In this paper we study Meyer sets Zβ associated with β-expansions, β being a Pisot number, and give a construction of a minimal finite set F such that. Zβ − Zβ ...

We give finite automata describing the expansions of the elements of ℤβ and of ℤβ-ℤβ. We present a construction of such a finite set F, and a method to minimize ...

We give finite automata describing the expansions of the elements of ℤβ and of ℤβ − ℤβ. We present a construction of such a finite set F, and a method to ...

Using tools from automata theory we study the set Zβ of β-integers, that is, the set of real numbers which have a zero fractional part when expanded in a real ...

In this paper we give a method to construct the sets F and an algorithm, whose complexity is exponential in time and space, to minimize their size. We also give ...

Using tools from automata theory we study the set Zβ of β-integers, that is, the set of real numbers which have a zero fractional part when expanded in a real ...

Using tools from automata theory we study the set Z"@b of @b-integers, that is, the set of real numbers which have a zero fractional part when expanded in a ...