Global Weibull: Difference between revisions

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*'''[[WeibullGeneralOptions Class|WeibullGeneralOptions]]''' {{Template:APIComment|Weibull solver general options}}
*'''[[WeibullGeneralOptions Class|WeibullGeneralOptions]]''' {{Template:APIComment|Weibull solver general options}}
*'''[[WarnNegLocation ]]''' {{Template:APIComment|Whether to generate a warning if location parameter is negative.}}
*'''[[WarnNegLocation ]]''' {{Template:APIComment|Whether to generate a warning if location parameter is negative.}}
*'''[[DiscardNegLocation ]]''' {{Template:For rank regression, resets location parameter to 0. For MLE finds the maximum in the possible domain.}}
*'''[[DiscardNegLocation ]]''' {{APIComment|For rank regression, resets location parameter to 0. For MLE finds the maximum in the possible domain.}}
*'''[[ResetExpLocation ]]''' {{Template:APIComment|For exponential distribution with rank regression, if the location parameter is greater than the first time-to-failure (T1), it is reset to T1.}}
*'''[[ResetExpLocation ]]''' {{Template:APIComment|For exponential distribution with rank regression, if the location parameter is greater than the first time-to-failure (T1), it is reset to T1.}}
*'''[[Use3PTrueMLE ]]''' {{Template:Whether to use a full MLE solution on 3-parameter Weibull.}}
*'''[[Use3PTrueMLE ]]''' {{APIComment|Whether to use a full MLE solution on 3-parameter Weibull.}}
*'''[[UseExtendedGGamma ]]''' {{Template:If set to true, allows the Lambda parameter in the Generalized Gamma distribution to be negative.}}
*'''[[UseExtendedGGamma ]]''' {{APIComment|If set to true, allows the Lambda parameter in the Generalized Gamma distribution to be negative.}}
*'''[[AllowBiasingNormal]]''' {{Template:APIComment|If set to true and using normal distribution (complete data only), corrects the MLE Std (sigma) for biasedness.}}
*'''[[UsePlottedYPoints ]]''' {{Template:APIComment|If set to true, uses computed plot points in obtaining D for Kolmogorov-Smirnov test.}}
*'''[[WeibullAnalysisOptions]]''' {{Template:APIComment|Weibull solver analysis options}}
 
*'''[[Distribution ]]''' {{Template:APIComment|Called by ‘sender’ when a message should be displayed.}}
*'''[[Distribution ]]''' {{Template:APIComment|Called by ‘sender’ when a message should be displayed.}}
*'''[[Parameters ]]''' {{Template:APIComment|Returns an array containing model parameters and their values.}}
*'''[[Parameters ]]''' {{Template:APIComment|Returns an array containing model parameters and their values.}}
*'''[[Analysis ]]''' {{Template:APIComment|Sets ALTA solver model to MLE}}
*'''[[Analysis ]]''' {{Template:APIComment|Sets ALTA solver model to MLE}}

Revision as of 17:26, 10 September 2013


Constructors

  • WeibullSolverDistribution Available Weibull solver distributions. This includes Weibull, Normal, Exponential, Lognormal, G_Gamma, Logistic, Loglogistic, Gumbel, Gamma, and Bayesian distribution.
  • WeibullSolverNumParameters Available Weibull solver distribution parameters. This includes MS_1Parameter, MS_2Parameter, MS_3Parameter, and MS_Mixed.
  • WeibullSolverMethod Available Weibull solver analysis methods. This includes RRX, RRY, and MLE.
  • WeibullSolverRankMethod Available Weibull solver ranking methods. This includes Median, kaplanMeir, and Actuarial.
  • WeibullSolverCBMethod Available Weibull solver confidence bounds methods. This includes FisherMatrix, LikeihoodRatio, BetaBinomial, and KTO.
  • WeibullBayesianPriorDistribution Available Weibull-Bayesian distributions. This includes Normal, Lognormal, Exponential, and Uniform distributions.
  • WeibullBayesianResultsOption Available Bayesian Weibull-Bayesian result options. This includes Median and Mean.

Properties

  • WeibullGeneralOptions Weibull solver general options
  • WarnNegLocation Whether to generate a warning if location parameter is negative.
  • DiscardNegLocation For rank regression, resets location parameter to 0. For MLE finds the maximum in the possible domain.
  • ResetExpLocation For exponential distribution with rank regression, if the location parameter is greater than the first time-to-failure (T1), it is reset to T1.
  • Use3PTrueMLE Whether to use a full MLE solution on 3-parameter Weibull.
  • UseExtendedGGamma If set to true, allows the Lambda parameter in the Generalized Gamma distribution to be negative.
  • AllowBiasingNormal If set to true and using normal distribution (complete data only), corrects the MLE Std (sigma) for biasedness.
  • UsePlottedYPoints If set to true, uses computed plot points in obtaining D for Kolmogorov-Smirnov test.
  • WeibullAnalysisOptions Weibull solver analysis options