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On Shuffling and Splitting Automata by Cunningham, Ignacio Mollo is a scholarly article available to read on EtoBox.

What is On Shuffling and Splitting Automata about?

We consider a class of finite state three-tape transducers which models the operation of shuffling and splitting words. We present them as automata over the so-called Shuffling Monoid. These automata can be seen as either shufflers or splitters interchangeably. We prove that functionality is decidable for splitters, and we also show that the equivalence between functional splitters is decidable. Moreover, in the deterministic case, the algorithm for equivalence is polynomial on the number of states of the splitter.

Author

Cunningham, Ignacio Mollo

Published

2024

Language

EN