Exercise 2: for finite H, uniform prior and point posteriors, w.p. ≥ 1−δ every h ∈ H has L_D(h) ≤ L_S(h) + √((ln|H| + ln(m/δ))/(2(m−1)))

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Exercise 2: for finite H, uniform prior and point posteriors, w.p. ≥ 1−δ every h ∈ H has L_D(h) ≤ L_S(h) + √((ln|H| + ln(m/δ))/(2(m−1))) · Prove2Me