Two. DOL systems are said to be growth range equivalent iff the ranges of their growth functions coincide. This problem is proved to be decidable in this paper.
Aug 1, 1975 · The decidability of equivalence problems for DOL systems has been studied in various papers. One of the questions left open in these papers, is ...
Berstel, J., & Nielsen, M. (1976). The growth range equivalence problem for DOL systems is decidable. In A. Lindenmayer, & G. Rozenberg (Eds.) ...
The crucial property of pairs of DOL systems for the proof of ordinary DOL equivalence is that each pair of sequence equivalent systems has. "bounded balance".
Missing: Range | Show results with:Range
The sequence equivalence problem for DOL systems is shown to be decidable. In an algebraic formulation the sequence equivalence problem for DOL systems can ...
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Given a DOL system G = (Σ, h, o), it is decidable if. Lim(G) (= Lim(L(G))) finite. Proof is empty or not. Furthermore Lim(G) is always. See ...
The growth range equivalence problem for DOL systems is decidable. G ... On the decidability of some equivalence problems for DOL-systems. Information ...
Our approach generalizes and extends the techniques used in [4] to prove the decidability of the DOL-sequence equivalence problem. Similar notions of normal.
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Nielsen. The growth range equivalence problem for DOL systems is decidable. G. Rozenberg, A. Lindenmayer (Eds.), Automata, Languages, Development, North-Holland ...
We give a bound for the ω -equivalence problem of polynomially bounded D0L systems which depends only on the size of the underlying alphabet.
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