Maximum Likelihood Estimates for Multinomial Probabilities via Geometric Programming
本文展示了如何利用几何规划的对偶理论及其特殊求解方法，来获得多项概率的最大似然估计，并给出了三个例子。
This paper illustrates how the duality theory of geometric programming and the special methods available for solution can be used to obtain maximum likelihood estimates for multinomial probabilities. Three examples are given.