Degradable computer systems with dependent subsystems
When building a model for degradable computer systems, it is not sufficient to merely quantify reliability and performance measures. These indices must be mathematically sound if they are to be used to design such systems in an optimal way. The paper presents an analysis of design optimisation for d...
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| creator | Khelalfa, Halin M. von Mayrhauser, Anneliese K. |
| description | When building a model for degradable computer systems, it is not sufficient to merely quantify reliability and performance measures. These indices must be mathematically sound if they are to be used to design such systems in an optimal way. The paper presents an analysis of design optimisation for degradable computer systems and shows how this particular application leads to a system model with interdepedent subsystems. A procedure is presented on how to solve the resulting Markov model. Its computational complexity is compared to another solution method and shown to be largely more efficient. |
| doi_str_mv | 10.1145/317795.317811 |
| format | Conference Proceeding |
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| fulltext | fulltext |
| identifier | ISSN: 0163-5999 |
| ispartof | Performance evaluation review, 1985, p.59-68 |
| issn | 0163-5999 |
| language | eng |
| recordid | cdi_proquest_miscellaneous_31137723 |
| source | ACM Digital Library Complete |
| subjects | Computing methodologies -- Modeling and simulation General and reference -- Cross-computing tools and techniques -- Metrics Mathematics of computing -- Probability and statistics -- Probabilistic representations -- Markov networks Mathematics of computing -- Probability and statistics -- Stochastic processes -- Markov processes Social and professional topics -- Professional topics -- Management of computing and information systems -- Project and people management -- Systems analysis and design Theory of computation -- Theory and algorithms for application domains -- Machine learning theory -- Markov decision processes |
| title | Degradable computer systems with dependent subsystems |
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