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MATHEMATICAL MODELS IN THE THEORY OF ACCELERATED EXPERIMENTS
https://doi.org/10.1142/9789812810243_0020Cited by:7 (Source: Crossref)
Abstract:
The following sections are included:
Introduction
Resource
Generalized Sedyakin's model
Additive accumulation of damages model
Proportional hazards model
Generalized proportional hazards models
The main classes of GPH models.
Parametrization of the function r in AAD and GPH models
Changing shape and scale models
Generalizations
The heredity hypothesis
References
Keywords:
- Arrhenius model
- accelerated life models
- additive accumulation of damages model
- changing shape and scale model
- Cox model
- covariable
- cross-effects of hazard rates
- Eyring model
- exponential distribution
- frailty model
- gamma frailty model
- generalized probit model
- generalized proportional hazards model
- generalized logistic regression model
- generalized proportional odds-rate model
- generalized additive model
- generalized additive-multiplicative model
- heredity principle
- inverse gaussian frailty model
- linear transformation model
- log-linear model
- Meeker-Luvalle model
- Peshes-Stepanova model
- periodic stress
- power rule model
- reliability
- resource
- Sedyakin's model
- step-stress
- survival function
- switch-on's and switch-off's effects
- tampered failure rate model
- Weibull distribution
AMSC: 62 F10, 62 J05, 62 G05, 62 N05
