Decision Algorithms for Some Fragments of Analysis And Related Areas

Cover Decision Algorithms for Some Fragments of Analysis And Related Areas
Decision Algorithms for Some Fragments of Analysis And Related Areas
D Cantone
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(3c j For each pair of literals x = f (y-j, . . . , yn) . X' = f(yf, . .. , yn) add the formula n ^ (yi = yp -^ X = X' i=1 (3d) For each triple of literals x = f (y-], . . . , yn) . X' = f (yf, • • • . Y/i) . Up(f; Vi, w-i; . .. ; v^. W^^) (resp. Strict_up(f ; v-], wi ; . .. ; v^. W^)) add the formula B -► X (Eg) (xi, . . . . X^) ) for all (x^, . .. , Xj^) £ r" whenever f(u-| u^) ^ g(u-|, . . . . U^) (resp. F (u-|, . . . , Uf^) > g(u-|, . . . , Uf^) ) for all (u-|, .

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