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RCGA employs a modified crossover and mutation operators such that the operators always produce a valid solution.
Also we use several mutation operators such as reverse, insertion, and swap mutation operators for exploration new solutions.
Based on a permutation encoding, there are different mutation operators such as random resetting mutation, scramble mutation, flip bit, and uniform, inversion mutation, and mutation for decimal number, shift, and swap that can generate neighborhoods of a current solution.
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Suggestions for research that would expand upon current findings include determining an optimal monotonically increasing function for the mutation operator, such as a sigmoid, inverse tangent, or scaled linear function, as well as comparing the current GA to other commonly used search methods in current bioinformatics problems.
The evolutionary search process effectively explores the space of candidate topologies by manipulating populations of feature detectors and recognition systems using variation operators such as crossover and mutation.
Moreover, faults modeled by such mutation operators are not easily detected by FindBugs.
This hybrid algorithm uses the operators such as mutation, traditional or classical crossover, multiple-crossover, and PSO formula.
It is commonly used to generate high-quality solutions to optimization and search problems by relying on bio-inspired operators such as mutation, crossover and selection [10].
The population evolves according to genetic operators such as mutation and crossover, allowing the chains to explore the decision space both locally and globally by exchanging information among chains.
Some computational comparisons are discussed and the test results are compared with those obtained by a recent EA of which the representing approach and the ideas of evolution operators such as mutation and crossover are adopted in most of the existing EAs for the shortest path problems.
Some computational tests are presented and the test results are compared with those obtained by a recent EA of which the encoding approach and the ideas of evolution operators such as mutation and crossover are adopted in most of the existing EAs for shortest path problems.
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