Download Computer Safety, Reliability, and Security: 30th by Peter Popov, Gabriele Manno (auth.), Francesco Flammini, PDF

By Peter Popov, Gabriele Manno (auth.), Francesco Flammini, Sandro Bologna, Valeria Vittorini (eds.)

This publication constitutes the refereed complaints of the thirtieth overseas convention on computing device defense, Reliability, and protection, SAFECOMP 2011, held in Naples, Italy, in September 2011.

The 34 complete papers offered jointly have been conscientiously reviewed and chosen from a hundred submissions. The papers are equipped in topical sections on RAM assessment, advanced structures dependability, formal verification, danger and probability research, cybersecurity and optimization methods.

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Extra resources for Computer Safety, Reliability, and Security: 30th International Conference,SAFECOMP 2011, Naples, Italy, September 19-22, 2011. Proceedings

Sample text

This allows the user to transform an interface specification into a human readable documentation, which is, for instance, needed for a final safety assessment. Such a representation is a concatenation of static and variable strings, where the variable parts enable capturing the variation points of a requirement class, like parameters or references to design model elements. Natural language representations are modeled using the Extended BackusNaur 1 Specifying criticality levels is a concept used by several standards like DAL in DO178B, SIL in IEC 61508 or ASIL in ISO 26262.

14 P. Popov and G. Manno Appendix The material and the notation used here are based on [7]. Let Cl (l = 1, …, k) denote the k competing risks or causes of failure. Let the random variable Yi denote the individual length of life if Yi were the only risk present with cdf Pi(x) = Pr{Yi ≤ x} and pdf pi(x). When all risks are present, we can only observe the random variable, Z, defined as follows: Z = min(Y1, …, , Yk). : Pr{Z > x} = Pr{Y1 > x, … , Yk > x}, which we denote as FZ (x ) = 1 − FZ (x ) . An important characteristic is the hazard rate defined as: rZ (x ) = f Z (x ) FZ (x ) .

Zimmer et al. Form (EBNF). Terminal symbols are denoted with quotation marks. 2 Application Language This subsection presents the different demand classes the application language comprises. To identify the classes needed, we classified the different roles a platform can play in the safety concept of an application, and derived demand classes for each of these roles. 1), a monitor of the application’s behaviour(no. 3 and 4), a provider of resource protection(no. 5) and an ensurer of independence concepts(no.

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