Research Article
[Retracted] The Network Global Optimal Mapping Approach Utilizing a Discrete Firefly Optimization Algorithm
| Input: train the data in the form of P = {P(1), P(2)… P(K)} | | Step 1: DFOA←X | Step 2: Q = {Q(1), Q (2)… Q (K)} | Step 3: for i l to K, do | Step 4: P (i) ← Q (i) | Step 5: when the product (i) = 0; | Step 6: when x is aspired as a criterion | Step 7: substitute P by Pj, Pu, Pi and revise the productivity list. | Step 8: else if x is found as the best solution in a set of {Q1, Q2… Qn} | Step 9: terminate the process. | Step 10: go back to Q in Step 2. |
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