ریاضیات برای مهندسی قابلیت اطمینان: مفاهیم و کاربردهای نوین ۲۰۲۱
Mathematics for Reliability Engineering: Modern Concepts and Applications 2021

1. Title Page

2. Copyright

3. Contents

4. Editor’s biography

1 Residual resilience assessment in infrastructure networks: a case to IEEE14 bus test system

2 Modeling of mixed cascading failures and resilience-based restoration selection

3 MIRCE Science: a mathematical scheme for predicting impacts of reliability engineering on the time evolution of physical systems

4 On the reliability structures with two common failure criteria and a single change point

5 Invulnerability and survivability modeling and analysis of cloud storage systems

6 Reliability evaluation of multistate systems with common bus performance sharing considering performance excess

7 A fast universal algorithm for finding minimal cut-sets in networks with arbitrary structure

8 Switching-algebraic symbolic analysis of the reliability of non-repairable coherent multistate systems

9 Complex system modeling method considering failure mechanism dependency

10 Innovative interconnected nonlinear hybrid dynamic modeling for time-to-event processes

11 A Bayesian design of zero-failure reliability demonstration tests for multicomponent systems

16. Index

17. De Gruyter Series on the Applications of Mathematics in Engineering and Information Sciences