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Indirectly, these impose severe design restrictions and reduce the reliability of components, driving up costs.
Sardar Donighi and Khanmohammadi (2011) presented a new model which the reliability of components is as fuzzy set.
As surveyed in the relevant literature, the reliability of components can be correlated to their design safety factors.
This paper interests to the properties of fault-tolerant control system with respect to reliability of components.
Thus, thin film interfaces are exposed to the risk of property changes that can induce physical failure mechanisms and affect the reliability of components.
High integration level of modern products provides advantages in high speed electronics but can severely degrade the reliability of components, unless certain design rules are met.
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In this paper, we present an approach for determining the reliability of component-based software architectures.
Global minimum cost solution may not be right choice when the estimation of reliability of component or resilience of the system and uncertainty in the demand include errors and approximations (Loucks and Beek 2005).
Exponential distribution parameter for failure rate of component j used in subsystem i. Failure-detection/switching reliability at time t for scenario 1. Failure-detection/switching reliability at time t for scenario 2. Reliability of component j used in subsystem i at time t.
The formulation for computing this reliability is as follows: R_{{_{i} }} (t) = sumlimits_{{l = k_{i} }}^{{n_{i} }} {left( {begin{array}{*{20}c} {n_{i} } l end{array} } right)(} r_{ij} (t))^{l} (1 - r_{ij} (t))^{{n_{i} - l}} (1 where r i,j represents the reliability of component j used for subsystem i.
This chapter proposes a framework for providing self-security, self-reliability of message exchange, self-reliability of components, and self-integrity for IDSs based on agents.
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Justyna Jupowicz-Kozak
CEO of Professional Science Editing for Scientists @ prosciediting.com