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This chapter explores how logic programs can exploit linear logic. It provides several examples of specifying computations using linear logic, such as computing on collections of natural numbers and organizing simple theorem provers. It also illustrates how conventional program tasks, such as reversing a list or generating all permutations of a list, can be achieved in novel ways using linear logic programs. The chapter also demonstrates an alternative approach to specifying sequent calculus proof systems as logic programs. Bibliographic notes offer further references to the specification of logic programs.
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