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Optimizers

Clifford Bohm edited this page Jul 28, 2017 · 23 revisions

Optimizers are used in conjugation with single generation worlds (or within multi-generation worlds). Optimizers take a population and use results of the evaluations performed by worlds to select parents which are used to generate a new population. Depending on the type of optimizer being used, the new generation may be all new organisms or a mix of new organisms and organisms from previous generations.

optimizeValue

each optimizer will define parameters which determine what values will be optimized. Most commonly, this parameter will be called 'optimizeValue'. Optimizers may be created that optimize on more than one term (i.e. multi-objective) and these optimizers will define parameters as needed.

Optimizers will usually use an MTree for the optimizeValue parameter. This allows the user to determine what elements from organisms DataMaps will be used and how.

Asexual vs. Sexual Reproduction

Asexual optimizers generate offspring from a single parent. Sexual optimizers select two or more parents and generate offspring from these. In either case, in the code, generally, this is handled with a call to makeMutatedOffspringFrom() when there is only a single parent or makeMutatedOffspringFromMany() when there is more than one parent. Both of these functions manage the process of generating child organisms, as well as performing recombination, mutations, constructing new brains, etc. based on the type of genomes and brains being used.

Optimizer Types

SIMPLE
This is the default optimizer and provides some basic functionality and flexibility.
% OPTIMIZER_SIMPLE
  elitismCount = 1                           # (string) number of mutated offspring added to next population for each elite organism (MTree)
  elitismRange = 0                           # (string) number of elite organisms (i.e. if 5, then best 5) (MTree)
  numberParents = 1                          # (int) number of parents used to produce offspring
  optimizeValue = POW[1.05,DM_AVE[score]]    # (string) value to optimize (MTree)
  selectionMethod = Roulette()               # (string) how are parents selected? options: Roulette(),Tournament(size=SIZE)
  selfRate = 0                               # (string) value between 0 and 1, likelihood that an organism will survive (MTree)
  surviveRate = 0                            # (string) value between 0 and 1, likelihood that an organism will self (ignored if numberParents = 1) (MTree)
  • elitismCount and elitismRange determine if there will be elitism (i.e. are the best organisms guaranteed to produce offspring) the elitimRange determines how many organisms will be considered elites (i.e. 3 would indicate the 3 best) and elitismCount determines how many offspring each of the elites is guaranteed (they may have more, if they are selected as a parent later). Note that offspring produced by elitism in SimpleOptimizer always have one parent (even if numberParents is set to a different value)
  • elitismCount and elitismRange determine if there will be elitism (i.e. are the best organisms guaranteed to produce offspring) the elitimRange determines how many organisms will be considered elites (i.e. 3 would indicate the 3 best) and elitismCount determines how many offspring each of the elites is guaranteed (they may have more, if they are selected as a parent later). Note that offspring produced by elitism in SimpleOptimizer always have one parent (even if numberParents is set to a different value)
Tournament
Selects a single parent organism at a time and then calls makeMutatedOffspringFrom() with this organism to produce a new organism which is added to a new population. To select each parent organism a number of organisms are selected at random from the population. From this selection, the organism with the highest score is used as the parent.
Tournament2
Selects a two parent organisms at a time and then calls makeMutatedOffspringFromMany() with these organisms to produce a new organism which is added to a new population. Although this is sexual reproduction, the gender of the organisms is ignored. The two parents are picked using the method defined in Tournament.
(variableMethod)
not implemented yet - selects one parent and then inspects that parents genome to determine if this parent will reproduce sexually or asexually and if sexually, which sexual trait will be used.
(multi objective)
not implemented yet
(lambda lambda)
not implemented yet
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