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Stopping condition: (t= 20,000) iterations of the training algorithm.
Also, the external loop controls the stopping condition of SA.
While the stopping condition has not yet been reached, the algorithm iterates.
The final temperature scheme of the cooling schedule is replaced by a stopping condition.
The loop is finished here when it is fulfilled the stopping condition.
In the numerical result, (E x)stopping condition and (varepsilon= 10^{-7}).
Then, for small ϵ > 0, ∥ I − X n Y n ∥ can be one stopping condition.
If the stopping condition is not met, go to step four. .
In the simulations, the parameter ε in the stopping condition of Algorithms is set to be 10-3.
From the best of our knowledge this stopping condition has never been considered before in sparse signal representation.
For the sake of fair comparison, the stopping condition has been modified and unified for both algorithms.
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