Abstract
The basic logic programming semantic concepts, query, solutions, solution forms, and the fundamental results such as Herbrand theorems, are developed over any logical system, formalised as institution, by employing ‘institution-independent’ concepts of variable, substitution, quantifier, and atomic formulae. This sets semantical foundations for a uniform development of logic programming over a large variety of computing science logics, allowing for a clean combination of logic programming with other computing paradigms.
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