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The two proposals were presented and although both were well received, the classical solution was considered a better fit.
The classical solution has a form of an infinite series.
To the authors knowledge this problem has no classical solution.
The classical solution to this problem is to explore the maze with a series of random hops.
Then, one classical solution consists in constructing a discrete-time approximation of the (continuous-time) observer.
Wagner's classical solution model is shown to represent the results well.
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.
Then θ becomes a classical solution.
has a unique classical solution such that.
In general, there is no classical solution.
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