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Some countries have bucked this trend, proving that the problem is not impossible to overcome: Vietnam, South Africa, Brazil and Turkey are all good examples.
As in the proof of Theorem 1, first we note that Claim 1 is equivalent to proving that the problem { A ( w, v ) = B ( v ) for all v ∈ H 0 1 , w ∈ H 0 13(13).
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Pakistan's example proves that the problem is not the bombs, but who controls them.
Many say this summer's flooding proves that the problem is getting worse.
Some bishops said they expected that the results could be used to prove that the problem was no greater for the church than for society at large.
It is proved that the problem is NP-hard.
We then prove that the problem is NP-hard.
The authors prove that the problem formulation is NP-hard.
Next we prove that the problem is well-posed.
We give two equivalent formulations of the problem and prove that the problem is NP-complete.
Next, we prove that the problem of obtaining security labels from DIFC assertions is NP-complete.
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