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Moments, Binomial Moments and Combinatorics
1997The relation of Bonferroni-type inequalities to combinatorial problems is demonstrated. An urn model in this setting leads to a statistical paradox as well as to an open problem concerning a statistical test of goodness of fit. An extension of Bonferroni-type inequalities to quadratic inequalities is discussed, which are then applied to the analysis of
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State preparation and evolution in quantum computing: A perspective from Hamiltonian moments
International Journal of Quantum Chemistry, 2022Trevor Keen, Bo Peng
exaly
Anticipated moments: temporal structure in attention
Nature Reviews Neuroscience, 2017A. Nobre, F. V. Ede
semanticscholar +1 more source
Translanguaging with Multilingual Students : Learning from Classroom Moments
, 2016Ofelia García, T. Kleyn
semanticscholar +1 more source
Microbial hotspots and hot moments in soil: Concept & review
Soil Biology and Biochemistry, 2015Yakov Kuzyakov, Evgenia Blagodatskaya
exaly