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连续特征空间离散化及类条件概率分布估计
Discretization of Continues Feature Space and Estimation for Class-Conditional-Probability Distribution
【摘要】 贝叶斯决策理论在模式识别、信号检测中得到了非常广泛的应用。但这一理论的应用是以己知类条件概率密度为前提。本文提出了类条件概率密度随机变量(特征)空间离散化及类条件概率分布估计方法。给出了以此为基础构成的贝叶斯分类算法。最后,将此方法用于雷达目标的识别。
【Abstract】 The Bayesian decision theory is widely used in pattem recognition and signal detection. Only when Class-conditional -probability density is known, the theory can be used. A discrete method for stochastic variable (features) space of class-cond itional-probability density and estimation method for class-conditional -probability distribution is proposed. Bayesian classification algorithm based on the method is given. Finally, the mcthods are applied to recognize radar targets.
【关键词】 模式识别;
条件概率;
离散化;
贝叶斯分类;
【Key words】 Pattern recognition; Conditional probability Discretization; Bayesian decision theory;
【Key words】 Pattern recognition; Conditional probability Discretization; Bayesian decision theory;
【基金】 兵器工业总公司“九五”预研项目!34.6.1
- 【文献出处】 信号处理 ,SIGNAL PROCESSING , 编辑部邮箱 ,1998年S1期
- 【分类号】TP391.4
- 【被引频次】5
- 【下载频次】173