基本解释：无穷可分测度
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a class of infinitely divisible measures m in terms of canonical measure Π associated with m.基于一个特定二次型的基本代数结果(见引理5),研究一类无穷可分测度的弱Poincaré不等式,在测度空间上得到了该不等式的判别条件与性质。
On the infinite divisibility of skewed distributions generated by the normal kernel;一些正态核斜对称分布的无穷可分性
Stable linear processes with infinitely divisible distribution;具无穷可分分布的稳定线性过程
The author First introduces an infinitely divisible distribution on a real Gel’fnad triple EHE~*.介绍了实Gel’fand三元组E H E* 上的无穷可分分布,并且讨论其相关性质,如对称性等。
