Stochastic Intensity for Minimal Repairs in Heterogeneous Populations

  title={Stochastic Intensity for Minimal Repairs in Heterogeneous Populations},
  author={Ji Hwan Cha},
In this note we revisit the discussion on minimal repair in heterogeneous populations in Finkelstein (2004). We consider the corresponding stochastic intensities (intensity processes) for items in heterogeneous populations given available information on their operational history, i.e. the failure (repair) times and the time since the last failure (repair). Based on the improved definitions, the setup of Finkelstein (2004) is modified and the main results are corrected in accordance with the… CONTINUE READING

From This Paper

Topics from this paper.
6 Citations
8 References
Similar Papers


Publications referenced by this paper.
Showing 1-8 of 8 references

Minimal repair in heterogeneous populations

  • M. S. Finkelstein
  • J . Appl . Prob .
  • 2004
Highly Influential
10 Excerpts

A general minimal repair model

  • T. Aven, U. Jensen
  • J . Appl . Prob .
  • 2000
1 Excerpt

Stochastic Models in Reliability (Appl

  • U. Jensen
  • repair. Math. Operat. Res
  • 1999

Statistical and information based ( physical ) minimal repair for k out of n systems

  • P. J. Boland, E. El-Neweihi
  • J . Appl . Prob .
  • 1998
1 Excerpt

Some notes on two types of minimal repair

  • M S.
  • systems. J. Appl. Prob
  • 1992

On information - based minimal repair and the reduction in remaining system lifetime due to the failure of a specific module

  • B. Natvig
  • J . Appl . Prob .
  • 1990
1 Excerpt

On reliability theory and its applications

  • J. H. CHA, B. M. FINKELSTEIN Bergman
  • Scand. J. Statist
  • 1985

Similar Papers

Loading similar papers…