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Consider Case 3 of master theorem: (i) f(n) = (nlogb a+o) for some o > 0; and (ii)af(nb ) cf(n) for some c < 1
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Consider Case 3 of master theorem: (i) f(n) = (nlogb a+o) for some o > 0; and (ii)af(nb ) cf(n) for some c < 1 for n sufficiently large. Do we need both of these conditions or is one stronger than the other?
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