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New algorithm for calculation of Fussell-Vesely importance with application of direct partial logic derivatives
7 references·0 citing·29 second hop
New algorithm for calculation of Fussell-Vesely importance with application of direct partial logic derivatives (2015)New algorithm for calculation of Fussell-…Importance Measures in Reliability, Risk, and Optimization (2012)Importance Measures in Reliab…Analysis of large fault trees based on functional decomposition (2010)Analysis of large fault trees…A practical method for accurate quantification of large fault trees (2006)A practical method for accura…Analysis of truncation limit in probabilistic safety assessment (2004)Analysis of truncation limit …New approaches to evaluating fault trees (1997)New approaches to evaluating …Algorithm for finding minimal cut sets in a fault tree (1996)Algorithm for finding minimal…Finding minimal cut sets in a fault tree (1992)Finding minimal cut sets in a…MOCUS: a computer program to obtain minimal sets from fault trees (1974)New algorithms for fault trees analysis (1993)MetaPrime: an interactive fault-tree analyzer (1994)On Qualitative Analysis of Fault Trees Using Structurally Persistent Nets (2015)Identifying and mitigating supply chain risks using fault tree optimization (2019)Development and Implementation of a Direct Evaluation Solution for Fault Tree Analyses Competing With Traditional Minimal Cut Sets Methods (2022)New methodology for obtaining cut sets for fault trees (1972)Reliability and Risk Assessment (1994)Quantification of sequential failure logic for fault tree analysis (2000)Fault tree analysis and binary decision diagrams (2002)Automating the failure modes and effects analysis of safety critical systems (2004)Exact and truncated computations of prime implicants of coherent and non-coherent fault trees within Aralia (1997)A fast BDD algorithm for large coherent fault trees analysis (2003)A comparison of FMEA, AFMEA and FTA (2011)Fault-tree-based instantaneous risk computing core in nuclear power plant risk monitor (2016)I-SCRAM: A Framework for IoT Supply Chain Risk Analysis and Mitigation Decisions (2021)An overview of PSA importance measures (2001)A fault tree analysis strategy using binary decision diagrams (2002)Evidential Networks for Fault Tree Analysis with Imprecise Knowledge (2012)A method to improve cutset probability calculation in probabilistic safety assessment of nuclear power plants (2014)A Method to Avoid Underestimated Risks in Seismic SUPSA and MUPSA for Nuclear Power Plants Caused by Partitioning Events (2021)A dynamic fault tree (2002)Can we trust PRA? (2004)DEPEND-HRA—A method for consideration of dependency in human reliability analysis (2007)Ideas and developments in importance measures and fault-tree techniques for reliability and risk analysis (2009)Quantum fault trees and minimal cut sets identification (2025)Sensitivity analysis: A review of recent advances (2015)Applying Importance Measures to Risk Analysis in Engineering Project Using a Risk Network Model (2016)Fault Tree Analysis With Interval Uncertainty: A Case Study of the Aircraft Flap Mechanism (2020)
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References

  • 2012Importance Measures in Reliability, Risk, and Optimization262 cited
  • 1997New approaches to evaluating fault trees91 cited
  • 2004Analysis of truncation limit in probabilistic safety assessment79 cited
  • 2010Analysis of large fault trees based on functional decomposition42 cited
  • 1992Finding minimal cut sets in a fault tree40 cited
  • 2006A practical method for accurate quantification of large fault trees24 cited
  • 1996Algorithm for finding minimal cut sets in a fault tree15 cited

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