论文信息 - Structural properties of continuum systems

Structural properties of continuum systems

Abstract This paper deals with monotonic systems where the performance levels of the system and its components range from perfect functioning to complete failure, allowing any intermediate state in the unit interval. In particular, general bounds are found for the reliability of such systems. Moreover, it is shown how these continuum systems can be approached by finite multistate systems.

Javier Montero | Javier Yáñez | Juan Tejada

[1] T. H. Savits,et al. A decomposition for multistate monotone systems , 1982 .

[2] Laurence A. Baxter. Continuum structures. II , 1986 .

[3] Laurence A. Baxter,et al. Continuum structures I , 1984, Journal of Applied Probability.

[4] Laurence A. Baxter,et al. BOUNDING THE STOCHASTIC PERFORMANCE OF CONTINUUM STRUCTURE FUNCTIONS. I , 1986 .

[5] Javier Montero,et al. Some results on fuzzy systems , 1987 .

[6] Henry W. Block,et al. Continuous Multistate Structure Functions , 1984, Oper. Res..

[7] B. Natvig. Two suggestions of how to define a multistate coherent system , 1982, Advances in Applied Probability.

[8] J. Sethuraman,et al. Multistate Coherent Systems. , 1978 .

[9] Richard E. Barlow,et al. Statistical Theory of Reliability and Life Testing: Probability Models , 1976 .

[10] Osmo Kaleva. Fuzzy performance of a coherent system , 1986 .

[11] G. Owen. Multilinear Extensions of Games , 1972 .

[12] W. Griffith. MULTISTATE RELIABILITY MODELS , 1980 .