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On synthesizing Skolem functions for first order logic formulae
[article]
2022
arXiv
pre-print
Skolem functions play a central role in the study of first order logic, both from theoretical and practical perspectives. While every Skolemized formula in first-order logic makes use of Skolem constants and/or functions, not all such Skolem constants and/or functions admit effectively computable interpretations. Indeed, the question of whether there exists an effectively computable interpretation of a Skolem function, and if so, how to automatically synthesize it, is fundamental to their use
arXiv:2102.07463v2
fatcat:aafbqeoj3zhy3cugbey4gvdqdq