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The number of critical connection vectors of L-superadditive structure functions
Published online by Cambridge University Press: 01 July 2016
Abstract
A conjecture due to Block et al. (1989), concerning the number of critical connection vectors to the various performance levels of a discrete L-superadditive structure function, is proved. When the components of the discrete L-superadditive structure function are further assumed to satisfy a certain relevance condition due to Griffith (1980), it is shown that there is exactly one critical connection vector to each performance level.
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- Copyright © Applied Probability Trust 1989
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Research supported by AFOSR Grants 85-0320 and 89-0221.
Research supported in part by AFOSR Grants 85-0320 and 89-0221.
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