How to elegantly caclulate probability distribution parameters for a particular random variable given some...












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I am using bnlearn package and R to learn Bayesian Network structure and also fit it using Maximum Likelihood estimation(MLE). bn.fit uses MLE to learn[as i understand] a generalized probability distribution for all data. However, it is required to obtain probability distribution for a particular variables given observed (evidence) data from other variables.
There one straighforward answer is to sample required variable for given evidence variables and fit probability distribution from that data. I am new to bnlearn package and Bayes Nets and thinking of maybe there is more natural way of obtatining those probability distribution parameters?










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    $begingroup$


    I am using bnlearn package and R to learn Bayesian Network structure and also fit it using Maximum Likelihood estimation(MLE). bn.fit uses MLE to learn[as i understand] a generalized probability distribution for all data. However, it is required to obtain probability distribution for a particular variables given observed (evidence) data from other variables.
    There one straighforward answer is to sample required variable for given evidence variables and fit probability distribution from that data. I am new to bnlearn package and Bayes Nets and thinking of maybe there is more natural way of obtatining those probability distribution parameters?










    share|improve this question











    $endgroup$















      0












      0








      0





      $begingroup$


      I am using bnlearn package and R to learn Bayesian Network structure and also fit it using Maximum Likelihood estimation(MLE). bn.fit uses MLE to learn[as i understand] a generalized probability distribution for all data. However, it is required to obtain probability distribution for a particular variables given observed (evidence) data from other variables.
      There one straighforward answer is to sample required variable for given evidence variables and fit probability distribution from that data. I am new to bnlearn package and Bayes Nets and thinking of maybe there is more natural way of obtatining those probability distribution parameters?










      share|improve this question











      $endgroup$




      I am using bnlearn package and R to learn Bayesian Network structure and also fit it using Maximum Likelihood estimation(MLE). bn.fit uses MLE to learn[as i understand] a generalized probability distribution for all data. However, it is required to obtain probability distribution for a particular variables given observed (evidence) data from other variables.
      There one straighforward answer is to sample required variable for given evidence variables and fit probability distribution from that data. I am new to bnlearn package and Bayes Nets and thinking of maybe there is more natural way of obtatining those probability distribution parameters?







      probability distribution bayesian-networks






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      edited yesterday







      Sultan1991

















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      Sultan1991Sultan1991

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