Research Article
Nature Inspired Computational Technique for the Numerical Solution of Nonlinear Singular Boundary Value Problems Arising in Physiology
Pseudocode 1
Hybridization of GA with IPA and ASA.
| Step 1. Population Initialization | | A population of individuals or chromosome is generated using | | random number generator. The length of the chromosome represents the | | number of unknown adjustable parameters to be optimized. | | Step 2. Fitness Evaluation | | A problem relevant fitness function is used to compute the fitness of | | each individual in the current population. | | Step 3. Stoppage Criteria | | The algorithm stops if the maximum number of generations (cycles) has | | exceeded or a certain level of fitness value has reached. If the stopping | | criterion is fulfilled then go to step 6 for local search fine tuning, else | | continue and repeat steps 2 to 5. | | Step 4. Selection and Reproduction | | The chromosomes from the current population are selected on the basis | | of their fitness which acts as parents for new generation. These parents | | produce children (offsprings) with a probability to their fitness through | | crossover operation. | | Step 5. Mutation | | Mutation operation introduces random alterations in the genes to retain | | the genetic diversity to find a good solution. | | Step 6. Local Search Fine Tuning | | The optimal chromosome achieved by the GA is fed to IPA for fine | | tuning and improvement. |
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