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The two proposals were presented and although both were well received, the classical solution was considered a better fit.
Let u be the classical solution of the problem (1.1).
Denote the classical solution of problem (2.2) by (u_{epsiloneta} ).
The classical solution is much better, because in classical models, pervasive systematicity comes for free.
The classical solution has a form of an infinite series.
The existence and uniqueness of the classical solution of the closed-loop system are justified.
The classical solution is a superposition of incident and diffracted fields.
The classical solution is to use track circuit which is safety oriented designed.
For this reason, the classical solution is infeasible in real environments with stronger interferences.
Since is arbitrary, so the classical solution of (1.4) exists globally in time.
Next, we prove the uniqueness of the classical solution of the problem (1.1 - 1.4).
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