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Sparse vertex discriminant analysis: Variable selection for biomedical classification applications. [PDF]
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On Expressing Majority as a Majority of Majorities
SIAM Journal on Discrete Mathematics, 2020zbMATH Open Web Interface contents unavailable due to conflicting licenses.
Christian Engels +3 more
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Multivariate Majorization and Directional Majorization : Negative Results
General relations between directional majorization and multi variate majorization are studied, and sufficient conditions for directional majorization not to imply multivariat majorization are obtained.
Subir Kumar Bhandari
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Major construction entails major demolition
Developmental Cell, 2022Embryonic cells of the early mouse embryo become hypersensitive to apoptotic stimuli before gastrulation. In this issue of Developmental Cell, Pernaute et al. show that this switch in sensitivity is a result of a change in mitochondrial dynamics and mitophagy levels controlled by DRP1, a regulator of mitochondrial fission.
Korotkevich, Ekaterina, Hiiragi, Takashi
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Competition for a Majority [PDF]
zbMATH Open Web Interface contents unavailable due to conflicting licenses.
PAULO BARELLI +2 more
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We study polytopes related to the concept of matrix majorization: for two real matrices A and B having m rows we say that A majorizes B if there is a row-stochastic matrix X with AX=B.
Geir Dahl
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On frustration of the majority by fulfilment of the majority's will
Analysis, 1976Here we have eleven voters, A-K, voting on eleven questions. Seven of them, A-G, vote in the minority in a majority of the decisions: A-F in seven out of the eleven cases, G in six. The majority is always 6-5. These figures can of course be varied. If we imagine an ideal democracy with a whole population voting directly on all questions, there will ...
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Power Majorization and Majorization of Sequences
Results in Mathematics, 1988Let \(x,y\in R^ n_+\) be such that \(x_ 1\geq...\geq x_ n\), \(y_ 1\geq...\geq y_ n\) and \(\sum x_ i=\sum y_ i.\) We say that x is power majorized by y if \(\sum x^ p_ i\leq \sum y^ p_ i\) for all real \(p\not\in [0,1]\) and \(\sum x^ p_ i\geq \sum y^ p_ i\) for \(p\in [0,1]\). Let \(\phi\) : [0,\(\infty)\to R\) be a continuous function.
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Medical Clinics of North America, 2014
Major depression is a common, disabling condition seen frequently in primary care practices. Non-psychiatrist ambulatory providers are increasingly responsible for diagnosing, and primarily managing patients suffering from major depressive disorder (MDD). The goal of this review is to help primary care providers to understand the natural history of MDD,
Susan M, Bentley +2 more
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Major depression is a common, disabling condition seen frequently in primary care practices. Non-psychiatrist ambulatory providers are increasingly responsible for diagnosing, and primarily managing patients suffering from major depressive disorder (MDD). The goal of this review is to help primary care providers to understand the natural history of MDD,
Susan M, Bentley +2 more
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Majority Consensus and the Local Majority Rule
2001We study a rather generic communication/coordination/ computation problem: in a finite network of agents, each initially having one of the two possible states, can the majority initial state be computed and agreed upon by means of local computation only?
Nabil H. Mustafa, Aleksandar Sasa Pekec
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