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A Comparison between a Bayesian Approach and a Method Based on Continuous Belief Functions for Pattern Recognition

机译:贝叶斯方法与基于连续信念函数的模式识别方法的比较

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The theory of belief functions in discrete domain has been employed with success for pattern recognition. However, the Bayesian approach performs well provided that once the probability density functions are well estimated. Recently, the theory of belief functions has been more and more developed to the continuous case. In this paper, we compare results obtained by a Bayesian approach and a method based on continuous belief functions to characterize seabed sediments. The probability density functions of each feature of seabed sediments are unimodal and estimated from a Gaussian model and compared with an α-stable model.
机译:离散域中的置信函数理论已成功应用于模式识别。但是,只要对概率密度函数进行了很好的估计,贝叶斯方法就可以很好地执行。近年来,信念函数理论已经发展到连续的情况。在本文中,我们比较了通过贝叶斯方法和基于连续置信函数的方法表征海底沉积物的结果。海底沉积物每个特征的概率密度函数是单峰的,并根据高斯模型进行估计,并与α稳定模型进行比较。

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