Question: Consider the learning task T = (B, E+, E-, M) defined as follows: p(X) q(X), s(X) s(X) +r(X) t(a, a) t(b, b) modeh(,q(+any)) modeh(,r(+any))

Consider the learning task T = (B, E+, E-, M) defined as

Consider the learning task T = (B, E+, E-, M) defined as follows: p(X) q(X), s(X) s(X) +r(X) t(a, a) t(b, b) modeh(*,q(+any)) modeh(*,r(+any)) modeb (*,t(#any, +any)) E- = {p(b)} E+ = {p(a)} Give three hypothesis H1, H2 and H3 such that H1 is not an inductive solution of T, H2 and H3 are both inductive solutions of T derivable by Kernel Set Subsumption such that H2 subsumes H3. Explain your answer. B M =

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Question: Consider the learning task T = (B, E+, E-, M) defined as follows: p(X) q(X), s(X) s(X) +r(X) t(a, a) t(b, b) modeh(*,q(+any)) modeh(*,r(+any))

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Question: Consider the learning task T = (B, E+, E-, M) defined as follows: p(X) q(X), s(X) s(X) +r(X) t(a, a) t(b, b) modeh(,q(+any)) modeh(,r(+any))