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Ground substitution:
Here the act of performing an instantiation is a function like there is only one possible outcome means we can write it as a function. And the notation Subst({X/george, Y/tony}, as (X,Y)) = likes(george, tony) it indicates that we have made a ground substitution.
So now we also have to recognise that we are working with sentences that form part of a knowledge base of many such sentences. Just to move on the point we see there will be constants that appear throughout the knowledge base so some that are local to a particular sentence.
The Boolean expression A‾.B + A.B‾ + A.B is equivalent to ? Ans. The Boolean expression A‾ .B + A. B‾+ A.B is equivalent to A + B (A‾ .B + A. B‾+ A.B = B( A‾ + A) + A. B‾ =
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