Mathematical proofs implemented purely by Lambda Calculus
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05-11-2019 - |
Question
I've seen often stated that Lambda Calculus can be used for mathematical proofing but I haven't yet seen any example how it is actually used for the task.
Is there a simple example, lambda abstraction or application that can be shown to be a valid mathematical proof? For example what does it take to make a Church numeral successor function regarded as a mathematical proof?
No correct solution
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