Explanation : A problem in NP becomes NP – C if all NP
problems can be reduced to it in polynomial time.
This is same as reducing any of the NPC to it.
3-SAT is an NP-C problem, reducing it to a NP
Problem would means that NP Problem is
NP – C.
Explanation : If πA is NP-hard, then it is NP-complete
Alternately
πA be a problem (given) in class NP. we say that
πA is NP complete if the following statements
are true about L.
(1) πA is in NP
(2) For every πA'in NP there is polynomial time
reduction of πA' to πA.