An exponential inequality under weak dependence

By Raoul S. Kallabis, Michael H. Neumann. 2006

56 citations recorded by the source corpus.

Subfields: Statistics and Probability

View Paper: https://www.semanticscholar.org/paper/f635d2a8b0952504e1495c66b3b6d0d6da1d205f

How researchers see this paper

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In Statistics and Probability

1. Michael H. Neumann
2. Paul Doukhan
3. J. Ramon
4. Christos Pelekis
5. Konstantinos Fokianos
6. Richard A. Davis
7. Anne Leucht
8. Heng Liu

Citations in the corpus

• Hoeffding's inequality for sums of weakly dependent random variables (2015, background): “ is invited to take a look at the works of Azuma [3], Bentkus[6],Delyon[7],Fanetal. [10],Gavinskyetal. [11],Gradwohletal. [14],Hazla et al. [15], Impagliazzo et al. [19], Janson [20], Kallabis et al. [23], Kontorovich et al. [25], Linial et al. [26], McDiarmid [27], Ramon et al. [31], Rio [32], Schm”
• Probability and moment inequalities for sums of weakly dependent random variables, with applications (2007, methodology): “where Kallabis and Neumann’s (2006) inequality does not apply; see Section 5 for a thorough discussion of examples.”