Package jline.api.mc
Class Ctmc_passage_time
java.lang.Object
jline.api.mc.Ctmc_passage_time
Cumulative distribution and density of the first passage time into a target
state set: F(t) = 1 - alpha exp(St) 1 and f(t) = alpha exp(St) s0.
The method is "expm" (default) or "lt". The transform route exists for chains whose non-target block is too large for a dense exp(St), NOT because it needs fewer time points: every Abate-Whitt inverter places its nodes at s = beta/t, so a grid of T points costs T*|beta| solves. On a small chain "expm" is both faster and more accurate, which is why it is the default.
Reference: P. G. Harrison and W. J. Knottenbelt, "Passage Time Distributions in Large Markov Chains", 2002.
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Method Summary
Modifier and TypeMethodDescriptionstatic PassageCurvectmc_passage_time(Matrix Q, Matrix pi0, int[] target, double[] tset) static PassageCurvectmc_passage_time(Matrix Q, Matrix pi0, int[] target, double[] tset, String method, String ltiMethod)
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Method Details
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ctmc_passage_time
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ctmc_passage_time
public static PassageCurve ctmc_passage_time(Matrix Q, Matrix pi0, int[] target, double[] tset, String method, String ltiMethod)
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