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An algorithm for fault-tree probabilities using the factoring theorem
7 references·0 citing·20 second hop
An algorithm for fault-tree probabilities using the factoring theorem (1988)An algorithm for fault-tree probabilities…An Algorithm for Exact Fault-Tree Probabilities without Cut Sets (1986)An Algorithm for Exact Fault-…A simple approach to fault-tree probabilities (1986)A simple approach to fault-tr…Reliability engineering and risk assessment (1981)Reliability engineering and r…Prime Implicants of Noncoherent Fault Trees (1981)Prime Implicants of Noncohere…Modularizing, Minimizing, and Interpreting the K&H Fault-Tree (1981)Modularizing, Minimizing, and…Fault Trees, Prime Implicants, and Noncoherence (1980)Fault Trees, Prime Implicants…Top-down Algorithm for Obtaining Prime Implicant Sets of Non-Coherent Fault Trees (1978)Top-down Algorithm for Obtain…New methodology for obtaining cut sets for fault trees (1972)Computer aided synthesis of fault-trees (1977)Computer-aided Synthesis of Fault-trees (1977)Methods for Probabilistic Analysis of Noncoherent Fault Trees (1980)Probability Concepts in Engineering Planning and Design (1975)Reliability and Fault Tree Analysis (1977)Use of recursive methods in fuzzy fault tree analysis: an aid to quantitative risk analysis (1993)Fault trees—Problems and the modern state of investigations (1994)Standard deviation as an alternative to fuzziness in fault tree models (1994)Introduction to Fault Tree Analysis (1973)Introduction to Fault Tree Analysis (1974)A direct approach to obtain tighter bounds for large fault trees with repeated events (2002)Development and Implementation of a Direct Evaluation Solution for Fault Tree Analyses Competing With Traditional Minimal Cut Sets Methods (2022)Update of Lapp-Powers Fault-Tree Synthesis Algorithm (1979)Modularizing and Minimizing Fault Trees (1985)How learning by doing is done: problem identification in novel process equipment (1995)Techniques and methodologies for risk analysis in chemical process industries (1998)Uncertainty Modeling and Analysis in Engineering and the Sciences (2006)Direct-evaluation algorithms for fault-tree probabilities (1991)A comparison of the small and large event tree approaches used in PRAs (1992)
this work references cited by second hop

References

  • 1981Reliability engineering and risk assessment534 cited
  • 1978Top-down Algorithm for Obtaining Prime Implicant Sets of Non-Coherent Fault Trees31 cited
  • 1986An Algorithm for Exact Fault-Tree Probabilities without Cut Sets25 cited
  • 1981Modularizing, Minimizing, and Interpreting the K&H Fault-Tree17 cited
  • 1986A simple approach to fault-tree probabilities15 cited
  • 1980Fault Trees, Prime Implicants, and Noncoherence14 cited
  • 1981Prime Implicants of Noncoherent Fault Trees14 cited

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