
arXiv: 1905.05924
Davis and Knuth in 1970 introduced the notion of revolving sequences, as representations of a Gaussian integer. Later, Mizutani and Ito pointed out a close relationship between a set of points determined by all revolving sequences and a self-similar set, which is called the Dragon. We will show how their result can be generalized, giving new parametrized expressions for certain self-similar sets.
self-similar sets, Fractals, FOS: Mathematics, Symbolic dynamics, Dynamical Systems (math.DS), Mathematics - Dynamical Systems, revolving sequences
self-similar sets, Fractals, FOS: Mathematics, Symbolic dynamics, Dynamical Systems (math.DS), Mathematics - Dynamical Systems, revolving sequences
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