Bagdonavicius, V.; Nikulin, M.

Mathematical modelling of failure-time in dynamic environment.

[Abstract]
New classes of  mathematical models describing dependence of the
lifetime distribution on the explanatory variables will be
considered. Such models are used in survival analysis and
reliability theory analyzing results of accelerated life testing.


[AMS subject classifications:] 62 F10, 62 J05, 62 G05, 62 N05

[Keywords and phrases]: 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.

English, 33 pp.

[E-mail of contact person]
nikou@mi2s.u-bordeaux2.fr