Correlation Inequalities in Function Spaces

Ahlswede, Rudolf; Blinovsky, Vladimir

doi:10.1007/11889342_34

Lecture Notes in Computer Science

2006

DOI: 10.1007/11889342_34

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Correlation Inequalities in Function Spaces

Rudolf Ahlswede

Vladimir Blinovsky

Abstract: Abstract. We give a condition for a Borel measure on R [0,1] which is sufficient for the validity of an AD-type correlation inequality in the function space 1

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Correlation Inequalities in Function Spaces

Abstract: Abstract. We give a condition for a Borel measure on R [0,1] which is sufficient for the validity of an AD-type correlation inequality in the function space 1

Cited by 0 publications

References 7 publications

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