论文检索

多元泊松分布中的回归：一则札记AI 解读

The regression of Xp on X 1, · · ·, Xp -1, when the random vector X = (X 1, · · ·, Xp ) follows a p-variate (p > 2) Poisson distribution, is obtained. Various sets of sufficient conditions for the linearity of the regression are given. It is shown that the regression is linear in one of the regressors if all the rest are zero, without any restrictions on the distribution of X.

多元泊松分布中回归的一个注记AI 解读

The regression of Xp on X 1, · · ·, Xp -1, when the random vector X = (X 1, · · ·, Xp ) follows a p-variate (p > 2) Poisson distribution, is obtained. Various sets of sufficient conditions for the linearity of the regression are given. It is shown that the regression is linear in one of the regressors if all the rest are zero, without any restrictions on the distribution of X.