DominanceRule

class DominanceRule(var alpha: Double = DEFAULT_ALPHA) : NgaTransitionRuleIfc(source)

Dominance transition rule (§A.12.4): transition once one niche statistically dominates all of the others — its center's mean is better than every other niche center's mean by more than a Student-t margin. The per-comparison level uses the Bonferroni-style split β = (1−α)^{1/(q−1)} across the q − 1 competing niches, and the margin is t · SE with SE the independent-sampling standard error of the difference of the two centers' objective estimates. With fewer than two niches the rule does not fire (the single-niche rule covers that case).

Parameters

alpha

the dominance error level α; must be in (0,1)

Constructors

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constructor(alpha: Double = DEFAULT_ALPHA)

Types

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object Companion

Properties

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Functions

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True if the global phase should transition to the local phase now.