论文信息 - The effect of assuming a homogeneous poisson process when the true process is a power law process

The effect of assuming a homogeneous poisson process when the true process is a power law process

The homogeneous Poisson is the simplest model for describing the random occurrences of events in time, such as the failure times of a repairable system. A more complex model, which includes the homogeneous Poisson process as a special case, is the power..

S. Rigdon | A. Basu

[1] Marvin Zelen,et al. The Robustness of Life Testing Procedures Derived from the Exponential Distribution , 1961 .

[2] William M. Bassin,et al. A Bayesian Optimal Overhaul Interval Model for the Weibull Restoration Process Case , 1973 .

[3] S. K. Lee,et al. Some Results on Inference for the Weibull Process , 1978 .

[4] L. J. Bain,et al. Inferences on the Parameters and Current System Reliability for a Time Truncated Weibull Process , 1980 .

[5] L. H. Crow. Confidence Interval Procedures for the Weibull Process With Applications to Reliability Growth , 1982 .

[6] S. Rigdon,et al. Estimating the intensity function of a weibull process at the current time: failure truncated case , 1988 .

[7] Steven E. Rigdon,et al. The Power Law Process: A Model for the Reliability of Repairable Systems , 1989 .

[8] Steven E. Rigdon,et al. Mean squared errors of estimators of the intensity function of a nonhomogeneous Poisson process , 1989 .