<p>PCA of temperature (days above 13°C), average male size, male and female aggression, mating behaviour (latency to mate and mating duration), and female fecundity (egg weight). The plot shows each trial per month of the season as a coloured dot and each variable as a vector. Vectors that are close together are highly correlated, while vectors that are orthogonal are poorly correlated. Length and direction of arrows show the strength and direction of correlation, respectively.</p
<p>(A) Correlation loadings plot from principal component analysis showing the Mixolab and SDSS test...
<p>The standard deviation (SD) and the proportion of variance explained by each dominant axis are gi...
Principal Component Analysis (PCA from now on) is a multivariate data analysis technique used for ma...
(A)—Variable factor map on the 52 tested groups with quantitative variables:—body mass (BM) and age ...
<p>The figure shows the correlation circles of PCA performed on the variables most spatially correla...
Principal components analysis (PCA) is a multivariate ordination technique used to display patterns ...
<p>Two principal components, explaining 66.3% of the total variation, were retained from the PCA ana...
A to C show the results of the PCA based on the 2D plane corresponding to the first 2 axes. D to F s...
Principal Component Analysis (PCA) is one of the most popular techniques in multivariate statistica...
Principal Component Analysis (PCA) is one of the most popular techniques in multivariate statistica...
PCA of Chl a, meteorological and hydrological data for the 2015 data set (A) and 2016 data set (B). ...
<p>Bi-plots of the first two principal components F1 and F2. a) PCA including bi-plots based on agro...
One row per individual per date, with individual attributes and PCA parameters. Ring column contains...
<p>PCA based on biometrical parameters: plant height (PH), plant diameter (PD), fresh weight (FW), d...
<p>Principal Component Analysis (PCA) of 12 soil fertility measures for 134 plots.</p
<p>(A) Correlation loadings plot from principal component analysis showing the Mixolab and SDSS test...
<p>The standard deviation (SD) and the proportion of variance explained by each dominant axis are gi...
Principal Component Analysis (PCA from now on) is a multivariate data analysis technique used for ma...
(A)—Variable factor map on the 52 tested groups with quantitative variables:—body mass (BM) and age ...
<p>The figure shows the correlation circles of PCA performed on the variables most spatially correla...
Principal components analysis (PCA) is a multivariate ordination technique used to display patterns ...
<p>Two principal components, explaining 66.3% of the total variation, were retained from the PCA ana...
A to C show the results of the PCA based on the 2D plane corresponding to the first 2 axes. D to F s...
Principal Component Analysis (PCA) is one of the most popular techniques in multivariate statistica...
Principal Component Analysis (PCA) is one of the most popular techniques in multivariate statistica...
PCA of Chl a, meteorological and hydrological data for the 2015 data set (A) and 2016 data set (B). ...
<p>Bi-plots of the first two principal components F1 and F2. a) PCA including bi-plots based on agro...
One row per individual per date, with individual attributes and PCA parameters. Ring column contains...
<p>PCA based on biometrical parameters: plant height (PH), plant diameter (PD), fresh weight (FW), d...
<p>Principal Component Analysis (PCA) of 12 soil fertility measures for 134 plots.</p
<p>(A) Correlation loadings plot from principal component analysis showing the Mixolab and SDSS test...
<p>The standard deviation (SD) and the proportion of variance explained by each dominant axis are gi...
Principal Component Analysis (PCA from now on) is a multivariate data analysis technique used for ma...