Generalize the resolution algorithm to obtain a complete


Let a multivalent clause have the form ?j (xj ∈ Sj) where each xj has a finite domain Dxj and each Sj ⊂ Dxj.

Generalize the resolution algorithm to obtain a complete inference method for multivalent clauses, and prove completeness.

Define an analog of unit resolution.

Hints: a resolvent can be derived from several clauses. Resolving on xj requires taking an intersection. Multivalent resolution can be used in dynamic backtracking methods.

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Financial Econometrics: Generalize the resolution algorithm to obtain a complete
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