观察矩阵 meaning in Chinese
observation matrix
Examples
- Structure that is a left - handed look - at matrix
结构，该结构是一个左手坐标系的观察矩阵。 - Structure that is a right - handed look - at matrix
结构，该结构是一个右手坐标系的观察矩阵。 - You could also move the view matrix to affect your coordinate system
你也可以移动观察矩阵来影响你的坐标系统。 - A . p . verbyla and w . n . venables ( 1988 ) extended the ordinary growth curve model into the extension of growth curve model and obtained an estimate of the unknown parameter matrix under the conditions that the matrix of observations follow multivariate normal distribution , where every design matrix has full column rank [ 7 ]
A . p . verbyla和w . n . venables ( 1988 )将gc模型进行了推广，得到了推广增长曲线模型( theextensionofgrowthcurvemodel简称egc模型) ，并在观察矩阵服从正态分布，各设计矩阵均为列满秩的条件下，给出了参数矩阵估计值的一种算法。 - Anderson , amemiva and fujisawa et al scholars extended the growth curve model into the one with random effects and considered the likelihood ratio criterion ( lrc ) for its mean structure , where the random vectors follow normal distribution on the assumptions that random effects and random errors are mutually independent [ 1 ] [ 2 ]
Anderson ， amemiva和fujisawa等学者将gc模型推广为含有随机效应的增长曲线模型( thegrowthcurvemodelwithrandomeffects ) ，并在观察矩阵服从正态分布的条件下作了关于均值的广义线性假设似然比检验。