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We describe factor frequencies of the generalized Thue-Morse word defined for
, as the fixed point starting in of the morphism
where and where the letters are expressed modulo . We use the result of Frid [4] and the study of generalized Thue-Morse words by Starosta [6].
We study some arithmetical and combinatorial properties of
-integers for being the larger root of the equation
. We determine with
the accuracy of 1 the maximal number of -fractional
positions, which may arise as a result of addition of two
-integers. For the infinite word coding distances
between the consecutive -integers, we determine precisely
also the balance. The word is the only fixed point of the
morphism → and → . In the case ,
the corresponding infinite word is sturmian, and,
therefore,...
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