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M. Mortimer. On language with two variables. Zeitschrift fur Mathematik Logik und Grundlagen der Mathematik, 21:135--140, 1975.

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An O((n.log n)³)-time transformation from Grz into.. - Demri, Goré (1998)   (Correct)

....is a slight variant of the one presented in [4] see also [7] The reduction announced in the title can be obtained by Also called GL (for Godel and Lob) KW, K4W, PrL. Also called transformation , see e.g. 23] 128 translating T into FO 2 , which is known to be decidable (see e.g. [18]) Furthermore, the formula obtained by reduction belongs to the decidable guarded fragment of classical logic for which a resolution decision procedure has been defined in [19] In [3, Chapter 12] a (non polynomial time) transformation from Grz into G is defined. By using renamings of ....

M. Mortimer. On language with two variables. Zeitschrift fur Mathematik Logik und Grundlagen der Mathematik, 21:135--140, 1975.


An O((n.log n)³)-time transformation from Grz into.. - Demri, Goré (1998)   (Correct)

....via an analysis of the proofs in cut free sequent calculi from the literature. The second reduction is a slight variant of the one presented in [CCM97] see also [Fit88] The reduction announced in the title can be obtained by translating T into FO 2 , which is known to be decidable (see e.g. [Mor75]) Furthermore, the formula obtained by reduction belongs to the decidable guarded fragment of classical logic (see e.g. ANB98] for which a resolution decision procedure has been defined in [Niv98] In [Boo93, Chapter 12] a (non polynomial time) transformation from Grz into G is defined. By ....

M. Mortimer. On language with two variables. Zeitschrift fur Mathematik Logik und Grundlagen der Mathematik, 21:135--140, 1975.


An O((n log n)³)-time transformation from Grz .. - Stéphane.. (1998)   (Correct)

....is a slight variant of the one presented in [4] see also [7] The reduction announced in the title can be obtained by 1 Also called GL (for Godel and Lob) KW, K4W, PrL. 2 Also called transformation , see e.g. 23] translating T into FO 2 , which is known to be decidable (see e.g. [18]) Furthermore, the formula obtained by reduction belongs to the decidable guarded fragment of classical logic for which a resolution decision procedure has been defined in [19] In [3, Chapter 12] a (non polynomial time) transformation from Grz into G is defined. By using renamings of ....

M. Mortimer. On language with two variables. Zeitschrift fur Mathematik Logik und Grundlagen der Mathematik, 21:135--140, 1975.

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