Factor complexity of infinite words associated with non-simple Parry numbers.
Rational base number systems for p-adic numbers
This paper deals with rational base number systems for -adic numbers. We mainly focus on the system proposed by Akiyama in 2008, but we also show that this system is in some sense isomorphic to some other rational base number systems by means of finite transducers. We identify the numbers with finite and eventually periodic representations and we also determine the number of representations of a given -adic number.
Rational base number systems for -adic numbers
This paper deals with rational base number systems for -adic numbers. We mainly focus on the system proposed by Akiyama in 2008, but we also show that this system is in some sense isomorphic to some other rational base number systems by means of finite transducers. We identify the numbers with finite and eventually periodic representations and we also determine the number of representations of a given -adic number.
Special Issue: AAMP VIII AND ISCAMI 2011
Page 1