| Jerzy Marcinkowski. Undecidability of the rst order theory of one-step right ground rewriting. In Comon [Com97], pages 241-253. |
....project was to show decidability of the rst order theory of these constraints since such a result would have allowed to generalize known decidability results in rewrite theory. However, undecidability of the 8 9 fragment could be shown even for very simple classes of rewrite systems [19,20,10,18]. The question of decidability of the purely existential fragment of positive and negative rewrite constraints remains open, even though some cases for restricted classes of rewrite systems are solved [2,8] It has been shown in [12] that satis ability of RC can be expressed as satis ability of ....
J. Marcinkowski. Undecidability of the rst order theory of one-step right ground rewriting. In 8th Int. Conference on Rewriting Techniques and Applications, volume 1232 of LNCS, pages 241-253, 1997.
....project was to show decidability of the rst order theory of these constraints since such a result would have allowed to generalize known decidability results in rewrite theory. However, undecidability of the 8 9 fragment could be shown even for very simple classes of rewrite systems [19,20,10,18]. The question of decidability of the purely existential fragment of positive and negative rewrite constraints remains open, even though some cases for restricted classes of rewrite systems are solved [2,8] It has been shown in [12] that satis ability of RC can be expressed as satis ability of ....
J. Marcinkowski. Undecidability of the rst order theory of one-step right ground rewriting. In 8th Int. Conference on Rewriting Techniques and Applications, volume 1232 of LNCS, pages 241-253, 1997.
No context found.
Jerzy Marcinkowski. Undecidability of the rst order theory of one-step right ground rewriting. In Comon [Com97], pages 241-253.
No context found.
J. Marcinkowski. Undecidability of the rst-order theory of one step right ground rewriting. In Rewriting Techniques and Applications'97, Lect. Notes Comput. Sci. Springer-Verlag, 1997.
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