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Constants in the pure lambda calculus can be defined as functions. For example, T for the true constant and F for the false constant can
Constants in the pure lambda calculus can be defined as functions. For example, T for the "true" constant and F for the "false" constant can be defined as follows:
T = x . y . x F = x . y . y
Prove that the following function:
AND = x . y . x y F
is the logical "and" function.
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