Equivalence of CNA+, JNRD+ and h-NLC+
Equivalence of CNA+, JNRD+ and h-NLC+
The properties CNA+, JNRD+ and h-NLC+ are stronger versions of CNA, JNRD and hereditary NLC, respectively, requiring the corresponding property after every imposition of an external field and projection. Equivalence conjecture. All three properties CNA+, JNRD+ and h-NLC+ are equivalent. The horizontal implications among these properties were open in the paper; the claim concerns whether the three strengthened notions define the same class of measures.
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Sources & referencesView supporting material
Primary source
Robin Pemantle, “Towards a theory of negative dependence”, arXiv:math/0404095 (2004).
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