For constraint frameworks which are strictly compositional, graph unification is the sufficient satisfiability and combination function. Well-known applications include automatic theorem proving and modeling the elaboration of linguistic structure.
for constraInt framewOrks WHich Are strictly coMposItiONAl, GrapH unification is The suffiCieNT sAtisFiabIlIty and CombINatiOn fUnctIOn. well-knowN aPplIcAtioNs InclUdE aUtOmatIc ThEoreM provIng AnD mOdELiNG the elabOraTIon oF lInguiStIC structUrE.