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IMPROVED UPPER BOUNDS OF PROBABILITY
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 Title & Authors
IMPROVED UPPER BOUNDS OF PROBABILITY
Lee, Min-Young; Jo, Moon-Shik;
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 Abstract
Let be a sequence of events on a given probability space. Let be the number of those which occur. Upper bounds of P($m_n{\;}\geq{\;}1) are obtained by means of probability of consecutive terms which reduce the number of terms in binomial moments and .
 Keywords
binomial moment;Bonferroni-type inequality;method of indicators;
 Language
English
 Cited by
 References
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