Results 271 to 280 of about 106,686 (311)
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Collinearity and the genetic code
Proceedings of the Royal Society of London. Series B. Biological Sciences, 1966Abstract Modern knowledge of the mechanism of expression of genes derives from the idea, formulated by Beadle in 1945, that each gene determines the structure of a specific protein At that time, this was all that could be said since very little was known about the chemical structure of genes and proteins and nothing about their ...
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Collinearity and Total Least Squares
SIAM Journal on Matrix Analysis and Applications, 1994The least squares (LS) and total least squares (TLS) methods are commonly used to solve the overdetermined system of equations \(Ax\approx b\). The main objective of this paper is to examine TLS when \(A\) is nearly rank deficient by outlining its differences and similarities to the well-known truncated LS method.
Ricardo D. Fierro, James R. Bunch
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Multiobjective regression modifications for collinearity
Computers & Operations Research, 2001zbMATH Open Web Interface contents unavailable due to conflicting licenses.
Stan Lipovetsky, W. Michael Conklin
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Journal of Applied Physics, 1950
If N collinear antennas are individually center driven, the only transmission line in the neutral plane is the one for a central unit if N is odd. Since lines that are not in a neutral plane constitute antennas, such an array is not practically useful.For a single driven unit with symmetrical, parasitic, collinear elements, the driving transmission ...
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If N collinear antennas are individually center driven, the only transmission line in the neutral plane is the one for a central unit if N is odd. Since lines that are not in a neutral plane constitute antennas, such an array is not practically useful.For a single driven unit with symmetrical, parasitic, collinear elements, the driving transmission ...
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Journal of Geometry, 2002
A simple synthetic proof, using Desargues to prove collinearity, of a generalization of \textit{J. Tabov}'s [Math. Mag. 68, 61--64 (1995; Zbl 0854.51012)] theorem on the collinearity of four Griffiths points is given.
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A simple synthetic proof, using Desargues to prove collinearity, of a generalization of \textit{J. Tabov}'s [Math. Mag. 68, 61--64 (1995; Zbl 0854.51012)] theorem on the collinearity of four Griffiths points is given.
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Reflection on modern methods: visualizing the effects of collinearity in distributed lag models
International Journal of Epidemiology, 2022Xavier Basagana +2 more
exaly
Testing for Collinearity using Bayesian Analysis
Journal of Hospitality and Tourism Research, 2021A George Assaf, Efthymios G Tsionas
exaly