I have a standard datatype representing formulae of predicate logic. A function representing a natural deduction elimination rule for disjunction might look like:
I recently came across this code example in Mercury: append开发者_运维知识库(X,Y,Z) :- X == [],
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From section 3.13.3 of the curry tutorial: Operations that residuate are called rigid , whereas operations that narrow are called flexible. All defined operations are flexible whereas most primitiv
I am currently working through SICP\'s section on Logic Programming, but I got stuck in the examples regarding logical deductions, especially the append-to-form rules. How do they work? What I don\'t
emissionOf(alpha). em开发者_如何学JAVAissionOf(beta). detected(proton), detected(electron) :- emissionOf(alpha), emissionOf(beta).
I\'m not sure exactly how much this falls under \'programming\' opposed to \'program language design\'. But the issue is this:
Could you please explain me what is the basic connection开发者_开发问答 between the fundamentals of logical programming and the phenomenon of syntactic similarity between type systems and conventional
I\'m having a hard time coming to grips with relational clausal logic, and I\'m not sure if this is the place to ask but it would be help me so much with revision if anyone could provide g开发者_Stack
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