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Plantago major subsp. major

2021
Published as part of Info Flora, 2021,
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Xiphocolaptes major subsp. major

2017
Xiphocolaptes major major Estancia La Marcela, (Set.), 2 ♂ 143 y 150.6 gr y 1 ♀ 148 gr (LGP). Comentarios. Para más datos de pesos en nuestro país de esta subespecie (ver Fiora, 1933; Contreras, 1983b; Salvador, 1988; Alderete y Capllonch, 2010).
Pagano, Luis G., Salvador, Sergio A.
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Majorization versus power majorization

Analysis Mathematica, 1986
Let \({\mathfrak x}=(x_ 1,...,x_ n)\) and \({\mathfrak y}=(y_ 1,...,y_ n)\) be n-tuples of positive real numbers and recall that \({\mathfrak x}\) is said to be majorized by \({\mathfrak y}\) provided that \((1)\quad \sum^{n}_{i=1}\phi (x_ i)\leq \sum^{n}_{i=1}\phi (y_ i)\) for every convex function \(\phi\) : (0,\(\infty)\to {\mathbb{R}}\).
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Astrantia major subsp. major

2021
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Simple Majority

2017
Simple majority (SM) is a voting system whereby the highest number of votes for one alternative within those under decision designates the winner. It may refer to a voting requirement of half of either all ballots cast or those voting on the given alternative plus one and also to the highest number of votes cast for any one alternative, while not ...
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Majorization and approximate majorization

1991
Introduction We saw in chapter 6 that a variety of natural and apparently different criteria for comparison actually were equivalent. Thus we found equivalent criteria in terms of overall comparison of risk functions, in terms of Bayes risk for a fixed prior distribution, in terms of sublinear functional, in terms of performance functions of decision
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Major Genes for Major Affective Disorder?

British Journal of Psychiatry, 1988
Some authorities view the history of science as a sort of saltatory process in which periods of modest gain and of plodding ‘normal science’ are interrupted by dramatic leaps forward and episodes of ‘revolution’ (Kuhn, 1962). If this is so then genetics has, for the past several years, been in a phase of remarkably sustained and continuous revolution ...
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Power Majorization and Majorization of Sequences

Results in Mathematics, 1988
Let \(x,y\in R^ n_+\) 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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Majority Gate Networks

IEEE Transactions on Electronic Computers, 1966
zbMATH Open Web Interface contents unavailable due to conflicting licenses.
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Majority and "Majorness."

Notes and Queries, 1891
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