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International Journal of General Systems Volume 31, 2002 - Issue 6
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Original Articles

Stress-strength reliability models under incomplete information

Lev V. Utkin Department of Computer Science, Forest Technical Academy, St. Petersburg, Russia
&
Igor O. Kozine Systems Analysis Department, Risoe National Laboratory, Roskilde, Denmark
Pages 549-568 | Published online: 24 Sep 2010

Citations (14)

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Read on this site (4)

I. Kozine & V. Krymsky. (2017) Computing interval-valued reliability measures: application of optimal control methods. International Journal of General Systems 46:2, pages 144-157.
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Igor Kozine & Victor Krymsky. (2012) An interval-valued reliability model with bounded failure rates. International Journal of General Systems 41:8, pages 760-773.
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I.O. Kozine & V.G. Krymsky. (2009) Computing interval-valued statistical characteristics: what is the stumbling block for reliability applications?. International Journal of General Systems 38:5, pages 547-565.
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I. Kozine & V. Krymsky. (2009) Bounded Densities and Their Derivatives: Extension to other Domains. Journal of Statistical Theory and Practice 3:1, pages 25-38.
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Articles from other publishers (10)

Osama H. Arif & Muhammad Aslam. (2021) A new sudden death chart for the Weibull distribution under complexity. Complex & Intelligent Systems 7:4, pages 2093-2101.
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Yao Cheng, Daniel C. Conrad & Xiaoping Du. (2017) Narrower System Reliability Bounds With Incomplete Component Information and Stochastic Process Loading. Journal of Computing and Information Science in Engineering 17:4.
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Zheng Liu, Le Yu, Yan-Feng Li, Jinhua Mi & Hong-Zhong Huang. (2017) Comparisons of Two Non-probabilistic Structural Reliability Analysis Methods for Aero-engine Turbine Disk. International Journal of Turbo & Jet-Engines 34:3.
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. 2014. Introduction to Imprecise Probabilities. Introduction to Imprecise Probabilities 338 373 .
Michael Oberguggenberger. 2012. Nondeterministic Mechanics. Nondeterministic Mechanics 263 356 .
. (2010) Guest Editorial. Proceedings of the Institution of Mechanical Engineers, Part O: Journal of Risk and Reliability 224:4, pages i-vi.
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L.V. Utkin & I. Kozine. (2010) On new cautious structural reliability models in the framework of imprecise probabilities. Structural Safety 32:6, pages 411-416.
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Diego A. Alvarez. (2006) On the calculation of the bounds of probability of events using infinite random sets. International Journal of Approximate Reasoning 43:3, pages 241-267.
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Lev V. Utkin. (2004) A new efficient algorithm for computing the imprecise reliability of monotone systems. Reliability Engineering & System Safety 86:3, pages 179-190.
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L.V. Utkin. (2004) An uncertainty model of structural reliability with imprecise parameters of probability distributions. ZAMM 84:10-11, pages 688-699.
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