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Moreover, it can be solved efficiently by existing methods.
Therefore, Problem P12 is convex and can be solved efficiently.
which is again convex and can be solved efficiently.
Is there a problem that couldn't be solved efficiently by a quantum computer, but could be solved efficiently by some other computer allowed by the laws of physics?
The TRusT approach can be applied and solved efficiently.
The problem is then solved efficiently as follows.
That this problem can be solved efficiently by a quantum computer is demonstrated with Simon's oracle.
The linear elliptic equation can be solved efficiently by Gauss-Seidel iteration.
The problem can be solved efficiently using the concept of the conventional waterfilling.
Unfortunately, the constraint (40) is non-convex, and the problem cannot be solved efficiently.
Subproblems (4.7) and (4.8) can then be solved efficiently, for example, by the Matlab optimization toolbox.
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CEO of Professional Science Editing for Scientists @ prosciediting.com