论文标题
椭圆四分之一的指数分布：通过最大熵获得的环形分布
The Elliptical Quartic Exponential Distribution: An Annular Distribution Obtained via Maximum Entropy
论文作者
论文摘要
本文介绍了$ \ mathbb {r}^d $中椭圆四重指数分布，该分布是通过最大熵结构获得的，通过施加第二和第四刻的约束来获得。我讨论了与相关工作的关系，标准化常数和熵的分析表达以及条件和边缘分布。
This paper describes the Elliptical Quartic Exponential distribution in $\mathbb{R}^D$, obtained via a maximum entropy construction by imposing second and fourth moment constraints. I discuss relationships to related work, analytical expressions for the normalization constant and the entropy, and the conditional and marginal distributions.
