Global Weibull: Difference between revisions

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*'''[[WeibullBayesianPriorDistribution]]''' {{Template:APIComment|Available Bayesian-Weibull distributions. This includes Normal, Lognormal, Exponential, and Uniform distributions.}}
*'''[[WeibullBayesianPriorDistribution]]''' {{Template:APIComment|Available Bayesian-Weibull distributions. This includes Normal, Lognormal, Exponential, and Uniform distributions.}}
*'''[[WeibullBayesianResultsOption]]''' {{Template:APIComment|Available Bayesian-Weibull result options. This includes Median and Mean.}}
*'''[[WeibullBayesianResultsOption]]''' {{Template:APIComment|Available Bayesian-Weibull result options. This includes Median and Mean.}}
*'''[[WeibullSolverCBMethod]]''' {{Template:APIComment|Available Weibull solver confidence bounds methods. This includes FisherMatrix, LikeihoodRatio, BetaBinomial, and KTO.}}
*'''[[WeibullSolverCBMethod]]''' {{Template:APIComment|Available Weibull++ solver confidence bounds methods. This includes Fisher Matrix, Likeihood Ratio, Beta Binomial, and KTO.}}
*'''[[WeibullSolverDistribution]]''' {{Template:APIComment|Available Weibull solver distributions. This includes Weibull, Normal, Exponential, Lognormal, Generalized Gamma (G_Gamma), Logistic, Loglogistic, Gumbel, Gamma, and Bayesian-Weibull distribution.}}
*'''[[WeibullSolverDistribution]]''' {{Template:APIComment|Available Weibull solver distributions. This includes Weibull, Normal, Exponential, Lognormal, Generalized Gamma (G_Gamma), Logistic, Loglogistic, Gumbel, Gamma, and Bayesian-Weibull distribution.}}
*'''[[WeibullSolverMethod]]''' {{Template:APIComment|Available Weibull solver analysis methods. This includes Rank Regression on X (RRX), Rank Regression on Y (RRY), and Maximum Likelihood Estimation (MLE).}}
*'''[[WeibullSolverMethod]]''' {{Template:APIComment|Available Weibull++ solver analysis methods. This includes Rank Regression on X (RRX), Rank Regression on Y (RRY), and Maximum Likelihood Estimation (MLE).}}
*'''[[WeibullSolverNumParameters]]''' {{Template:APIComment|Available Weibull solver distribution parameters. This includes MS_1Parameter, MS_2Parameter, MS_3Parameter, and MS_Mixed.}}
*'''[[WeibullSolverNumParameters]]''' {{Template:APIComment|Available Weibull++ solver distribution parameters. This includes MS_1Parameter, MS_2Parameter, MS_3Parameter, and MS_Mixed.}}
*'''[[WeibullSolverRankMethod]]''' {{Template:APIComment|Available Weibull solver ranking methods. This includes Median, Kaplan Meier, and Actuarial. }}
*'''[[WeibullSolverRankMethod]]''' {{Template:APIComment|Available Weibull++ solver ranking methods. This includes Median, Kaplan Meier, and Actuarial. }}

Revision as of 18:22, 28 January 2014



This page lists all classes, methods and enumerations that are directly related to accessing the capabilities of a Weibull++ standard folio. The API functions related to plots that could be generated from either Weibull++ or ALTA standard folios can be found in WAPlots.


Classes and Methods


Enumerations

  • WeibullBayesianPriorDistribution Available Bayesian-Weibull distributions. This includes Normal, Lognormal, Exponential, and Uniform distributions.
  • WeibullBayesianResultsOption Available Bayesian-Weibull result options. This includes Median and Mean.
  • WeibullSolverCBMethod Available Weibull++ solver confidence bounds methods. This includes Fisher Matrix, Likeihood Ratio, Beta Binomial, and KTO.
  • WeibullSolverDistribution Available Weibull solver distributions. This includes Weibull, Normal, Exponential, Lognormal, Generalized Gamma (G_Gamma), Logistic, Loglogistic, Gumbel, Gamma, and Bayesian-Weibull distribution.
  • WeibullSolverMethod Available Weibull++ solver analysis methods. This includes Rank Regression on X (RRX), Rank Regression on Y (RRY), and Maximum Likelihood Estimation (MLE).
  • WeibullSolverNumParameters Available Weibull++ solver distribution parameters. This includes MS_1Parameter, MS_2Parameter, MS_3Parameter, and MS_Mixed.
  • WeibullSolverRankMethod Available Weibull++ solver ranking methods. This includes Median, Kaplan Meier, and Actuarial.