SZodixStudyAcademic Library
ShelvesOpen access
Study · an open academic library·Metadata from OpenAlex (CC0)·Shelves·OpenAlex metadata, de-duplicated
FAST BDD TRUNCATION METHOD FOR EFFICIENT TOP EVENT PROBABILITY CALCULATION
7 references·8 citing·33 second hop
FAST BDD TRUNCATION METHOD FOR EFFICIENT TOP EVENT PROBABILITY CALCULATION (2008)FAST BDD TRUNCATION METHOD FOR EFFICIENT …Can we trust PRA? (2004)Can we trust PRA?A new method to evaluate alternate AC power source effects in multi-unit nuclear power plants (2003)A new method to evaluate alte…A fast BDD algorithm for large coherent fault trees analysis (2003)A fast BDD algorithm for larg…Efficient algorithms to assess component and gate importance in fault tree analysis (2001)Efficient algorithms to asses…Exact and truncated computations of prime implicants of coherent and non-coherent fault trees within Aralia (1997)Exact and truncated computati…New algorithms for fault trees analysis (1993)New algorithms for fault tree…Fault Tree Analysis: 1020 Prime Implicants and Beyond (1993)Fault Tree Analysis: 1020 Pri…Insights gained from applying negate-down during quantification for seismic probabilistic safety assessment (2022)Insights gained from applying…SATMCS: An Efficient SAT-Based Algorithm and Its Improvements for Computing Minimal Cut Sets (2020)SATMCS: An Efficient SAT-Base…Advanced combinatorial method for solving complex fault trees (2018)Advanced combinatorial method…Dynamic labelling of BDD and ZBDD for efficient non-coherent fault tree analysis (2015)Dynamic labelling of BDD and …A method to improve cutset probability calculation in probabilistic safety assessment of nuclear power plants (2014)A method to improve cutset pr…Solving dynamic flowgraph methodology models using binary decision diagrams (2012)Solving dynamic flowgraph met…A reduction approach to improve the quantification of linked fault trees through binary decision diagrams (2010)A reduction approach to impro…ZBDD algorithm features for an efficient Probabilistic Safety Assessment (2009)ZBDD algorithm features for a…Reliability engineering and risk assessment (1981)Guest editorial: treatment of aleatory and epistemic uncertainty in performance assessments for complex systems (1996)Reliability and Fault Tree Analysis (1977)Use of importance measures in risk-informed regulatory applications (1998)Binary Decision Diagrams for Reliability Studies (2008)On the use of non-coherent fault trees in safety and security studies (2008)Fault Tree Analysis, Methods, and Applications ߝ A Review (1985)Mathematical foundations of minimal cutsets (2001)Minimal cut set/sequence generation for dynamic fault trees (2004)A linear-time algorithm to find modules of fault trees (1996)A fault tree analysis strategy using binary decision diagrams (2002)An improved decomposition scheme for assessing the reliability of embedded systems by using dynamic fault trees (2006)Multi-unit Level 1 probabilistic safety assessment: Approaches and their application to a six-unit nuclear power plant site (2018)Probabilistic Risk Assessment and Management for Engineers and Scientists (1996)A new importance measure for risk-informed decision making (2001)Differential, criticality and Birnbaum importance measures: An application to basic event, groups and SSCs in event trees and binary decision diagrams (2006)Ideas and developments in importance measures and fault-tree techniques for reliability and risk analysis (2009)Dynamic fault trees resolution: A conscious trade-off between analytical and simulative approaches (2011)A time-dependent methodology for fault tree evaluation (1970)Event-tree analysis using binary decision diagrams (2000)Evidential Networks for Fault Tree Analysis with Imprecise Knowledge (2012)An Efficient Algorithm for Finding Modules in Fault Trees (2019)Reliability analysis of dynamic fault trees with spare gates using conditional binary decision diagrams (2020)Fault tree linking versus event tree linking approaches: a reasoned comparison (2013)A systematic framework to investigate the coverage of abnormal operating procedures in nuclear power plants (2015)Techniques and methodologies for risk analysis in chemical process industries (1998)A new formalism that combines advantages of fault-trees and Markov models: Boolean logic driven Markov processes (2003)Probabilistic Safety Assessment of twin-unit nuclear sites: Methodological elements (2015)A practical methodology for modeling and estimation of common cause failure parameters in multi-unit nuclear PSA model (2017)Multi-unit risk assessment of nuclear power plants: Current status and issues (2018)MetaPrime: an interactive fault-tree analyzer (1994)An ordering heuristic for building binary decision diagrams from fault-trees (2002)A Multiple-Valued Decision-Diagram-Based Approach to Solve Dynamic Fault Trees (2014)
this work references cited by second hop

References

  • 1993New algorithms for fault trees analysis472 cited
  • 1997Exact and truncated computations of prime implicants of coherent and non-coherent fault trees within Aralia126 cited
  • 2003A fast BDD algorithm for large coherent fault trees analysis115 cited
  • 2001Efficient algorithms to assess component and gate importance in fault tree analysis81 cited
  • 2004Can we trust PRA?78 cited
  • 1993Fault Tree Analysis: 1020 Prime Implicants and Beyond71 cited
  • 2003A new method to evaluate alternate AC power source effects in multi-unit nuclear power plants35 cited

Cited by

  • 2010A reduction approach to improve the quantification of linked fault trees through binary decision diagrams23 cited
  • 2014A method to improve cutset probability calculation in probabilistic safety assessment of nuclear power plants22 cited
  • 2009ZBDD algorithm features for an efficient Probabilistic Safety Assessment22 cited
  • 2012Solving dynamic flowgraph methodology models using binary decision diagrams21 cited
  • 2015Dynamic labelling of BDD and ZBDD for efficient non-coherent fault tree analysis20 cited
  • 2018Advanced combinatorial method for solving complex fault trees12 cited
  • 2020SATMCS: An Efficient SAT-Based Algorithm and Its Improvements for Computing Minimal Cut Sets

Only edges whose both ends are imported exist here. Widen the year window, or show the whole map. Back to the work

9 cited
  • 2022Insights gained from applying negate-down during quantification for seismic probabilistic safety assessment9 cited