Fig. 3From: A network based covariance test for detecting multivariate eQTL in saccharomyces cerevisiaeComparison between Chen’s linear method and other method. Topleft: The two covariance matrices have eight different elements, each with a magnitude generated from U n i f(0,4)∗ max1≤j≤p σ jj ; Topright: The two covariance matrices have eight different elements, each with a magnitude generated from U n i f(0,400)∗ max1≤j≤p σ jj ; Bottomleft: The two covariance matrices have 500t different elements, each with a magnitude generated from U n i f(0,4)∗ max1≤j≤p σ jj ; Bottomright: The two covariance matrices have 500 different elements, each with a magnitude generated from U n i f(0,400)∗ max1≤j≤p σ jj Back to article page