Median Momentum
In: European Financial Management, Band 25, Heft 4, S. 1080-1118
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In: European Financial Management, Band 25, Heft 4, S. 1080-1118
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In: APSA 2012 Annual Meeting Paper
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Working paper
In: Statistica Neerlandica, Band 32, Heft 2, S. 73-79
ISSN: 1467-9574
Summary This note is an attempt to avoid doing the same search for the third time. It happened twice in my life that I wished to prove that the median is located between mean and mode for certain B‐distributions: first in 1953, next in 1976. For arbitrary distributions the result is sometimes referred to as Fechner's theorem. Of course it does not hold in general. In order to prove the result for particular distributions one can often use an elegant theorem of Timerding. There is a nice relationship with the standardized third central moment.
In: The Encyclopedia of Public Choice, S. 704-706
In: Media & viestintä, Band 46, Heft 1, S. i-iii
ISSN: 2342-477X
In: Mathematical social sciences, Band 64, Heft 1, S. 2-10
In: Statistica Neerlandica, Band 32, Heft 2, S. 73-79
ISSN: 1467-9574
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Working paper
In: APSA 2013 Annual Meeting Paper
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Working paper
In: kma: das Gesundheitswirtschaftsmagazin, Band 28, Heft 5, S. 16-17
ISSN: 2197-621X
2021 lief für Median coronabedingt schlechter als geplant. Dennoch wird das Unternehmen zum neuen Umsatzmilliardär im Bereich Kliniken aufsteigen.
In: Statistica Neerlandica, Band 33, Heft 1, S. 1-5
ISSN: 1467-9574
Summary In a delightful note Runnenburg [2] has recently discussed the celebrated mean‐median‐mode inequality. The present note continues this discussion.