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Exact(12)
Although the optimum of a QCQP exists, the solution requires a high computational cost.
If such eigenvalue exists the solution is unstable otherwise the solution is stable.
Now we know that there exists the solution of (1.1) satisfying (2.1) such that (2.37).
That is to say, cases are best when a solution to the problem exists, the solution is unique, and the solution depends continuously on the data.
Although the optimum of a QCQP exists, the solution requires a high computational cost of O(N s N2L), where N s is a complex number space.
Lemma 3. If a stationary point determined by (10) exists, the solution of ODE (16) converges to the stationary point for sufficiently large.
Similar(48)
If the causative source does no longer exist, the solution should be installed as close as possible to the original source ("stairwell cleaning from above"). 3.
Hence, in general, it is not reasonable to expect that there exist the solutions of (1-3) to be attracted by this particular solution.
Only one solution (stable) exists; the unstable solution is not physical because its computed arclength is longer than L w = 20 mm.
If the exact solution of the partial differential equation exists, the approximated solution via the method converges to the exact solution [ 26].
Among all least squares solutions (20), there always exists the one solution of minimum norm.
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