摘要
求Z=X+Y的概率密度一般采用先求二重积分,再求导.本文给出了一种新的更简便的求法──由曲线积分获得.此法可推广到求Z=aX+bY的概率密度.图3。
This paper gives a new solution to the probability density of Z=X+Y. It is obtained by way of carvilinear integral. Computing probability density of Z= aX+by can use the solution too. 3figs., 5refs.
出处
《湘潭矿业学院学报》
1998年第4期82-84,共3页
Journal of Xiangtan Mining Institute
关键词
概率密度
曲线积分
二重积分
概率论
probability density, double integral, curvilinear integral