Vector Valued Subadditive Processes and Applications in Probability
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Statistics Papers
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ergodic theorem
subadditive ergodic theorem
banach lattice
empirical distributions
Physical Sciences and Mathematics
subadditive ergodic theorem
banach lattice
empirical distributions
Physical Sciences and Mathematics
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Ghoussoub, N
Steele, J Michael
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Abstract
An ergodic theorem is proved which extends the subadditive ergodic theorem of Kingman and the Banach valued ergodic theorem of Mourier. The theorem is applied to several problems, in particular to a problem on empirical distribution functions.
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1980
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The Annals of Probability
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At the time of publication, author J. Michael Steele was affiliated with Stanford University. Currently, he is a faculty member at the Statistics Department at the University of Pennsylvania.