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FUZZY HIDDEN MARKOV CHAIN FOR WEB APPLICATIONS

机译:Web应用程序的模糊隐马尔可夫链

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摘要

Hidden Markov model (HMM) has become increasingly popular in the last several years. Real-world problems such as prediction of web navigation are uncertain in nature; in this case, HMM is less appropriate i.e., we cannot assign certain probability values while in fuzzy set theory everything has elasticity. In addition to that, a theory of possibility on fuzzy sets has been developed to handle uncertainity. Thus, we propose a fuzzy hidden Markov chain (FHMC) on possibility space and solve three basic problems of classical HMM in our proposed model to overcome the ambiguous situation. Client's browsing behavior is an interesting aspect in web access. Analysis of this issue can be of great benefit in discovering user's behavior in this way we have applied our proposed model to our institution's website (www.ssn.edu.in) to identify how well a given model matches a given observation sequence, next to find the corresponding state sequence which is the best to explain the given observation sequence and then to attempt to optimize the model parameters so as to describe best how a given observation sequence comes about. The solution of these problems help us to know the authenticity of the website.
机译:隐马尔可夫模型(HMM)在最近几年变得越来越流行。诸如网络导航的预测之类的现实问题本质上是不确定的。在这种情况下,HMM不太合适,即,我们无法分配某些概率值,而在模糊集理论中,一切都具有弹性。除此之外,已经开发了模糊集可能性理论来处理不确定性。因此,我们在可能性空间上提出了模糊隐马尔可夫链(FHMC),并在模型中解决了经典HMM的三个基本问题,以克服模棱两可的情况。客户端的浏览行为是Web访问中一个有趣的方面。通过以这种方式发现用户的行为,对该问题的分析可能会非常有用,因为我们已经将建议的模型应用于我们机构的网站(www.ssn.edu.in),以识别给定模型与给定观察序列的匹配程度,找到最能解释给定观测序列的相应状态序列,然后尝试优化模型参数,以便最好地描述给定观测序列的产生方式。这些问题的解决方案有助于我们了解网站的真实性。

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