[問題] NP的觀念
let A and B be two computational problems. If we can find a linear time
algorithm to transform A to B, i.e., the inputs to A is transform to the inputs
to B and the solution to B is transform A, both can be done in O(n) time.
(1) we can say that A is at least as hard as B
(2) we can solve B by solving A
(3) if the least possible computing time required(or the lower bound) for
solving A is Ω(nlogn), B also has Ω(nlogn) lower bound
請問上面這三點哪些是對的?
A reduce to B 這樣是B比較難 這題這樣寫是哪個比較難?
謝謝
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