GeneticSharp.Domain.Reinsertions Namespace

GeneticSharp

GeneticSharp.Domain.Reinsertions Namespace GeneticSharp

[Missing <summary> documentation for "N:GeneticSharp.Domain.Reinsertions"]

Classes

  Class Description
Public class ElitistReinsertion
Elitist reinsertion.
Remarks

When there are less offspring than parents, select the best parents to be reinserted together with the offspring. OnlineGeneralized Nets Model of offspring Reinsertion in Genetic Algorithm
Public class FitnessBasedReinsertion
Fitness Based Reinsertion.
Remarks

When there are more offspring than parents, select the only the best offspring to be reinserted, the parents are discarded. OnlineGeneralized Nets Model of offspring Reinsertion in Genetic Algorithm
Public class PureReinsertion
Pure Reinsertion.
Remarks

When there are same number of offspring than parents, select the offspring to be reinserted, the parents are discarded. OnlineGeneralized Nets Model of offspring Reinsertion in Genetic Algorithm
Public class ReinsertionBase
Base class for IReinsertion's implementations.
Public class ReinsertionException
Exception throw when an error occurs during the execution of reinsert.
Public class ReinsertionService
Reinsertion service.
Public class UniformReinsertion
Uniform Reinsertion.
Remarks

When there are less offspring than parents, select the offspring uniformly at random to be reinserted, the parents are discarded. OnlineGeneralized Nets Model of offspring Reinsertion in Genetic Algorithm
Interfaces

  Interface Description
Public interface IReinsertion
Defines an interface for reinsertions.
Remarks

If less offspring are produced than the min size of the original population then to maintain the size of the population, the offspring have to be reinserted into the old population. Similarly, if not all offspring are to be used at each generation or if more offspring are generated than the max size of the population then a reinsertion scheme must be used to determine which individuals are to exist in the new population OnlineGeneralized Nets Model of offspring Reinsertion in Genetic Algorithm