Difference between revisions of "Translation Grammar"
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(Created page with "A translation grammar is an ordered sixtuple ''TG'' = ''(T, N, SA, S, P, R)'' , where ''N'' and ''T'' are finite alphabets, ''SA'' is a finite set of semantic actions, ''S'' i...") |
Latest revision as of 19:25, 24 November 2012
A translation grammar is an ordered sixtuple TG = (T, N, SA, S, P, R) , where N and T are finite alphabets, SA is a finite set of semantic actions, S is a distinguished symbol of N, P is a finite non-empty set pairs (L,R) such that L and R are in (N U T)* and R is a set of pairs (p,a) where p is in P and a is in SA.
