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Abstract

Digit Vector Automata (DVA) provide a natural symbolic representation for regular sets of integer vectors encoded as strings of digit vectors (least significant digit first). We prove that the minimal DVA that represents a Presburger-definable set is structurally Presburger-definable: that means, the DVA obtained by modifying the initial state and the set of final states represents a Presburger-definable set.

BibTex Reference

@TechReport{leroux05a,
   Author = {Leroux, J.},
   Title = {Structural Presburger-definable Digit Vector Automata},
   Number = {1718},
   Institution = {IRISA},
   Month = {May},
   Year = {2005}
}

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