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What to do if we have less or greater number of emition probabilities(observed sequences) than Hidden States in HMM?



2019 Community Moderator ElectionHow to set the parameters of a Hidden Markov Model that'll be used to correct the mistakes by a previous classifier?Classification/Prediction based on Multivariate Time SeriesOccurence of identical rows in emission matrix using BWAHow would I apply anomaly detection to time series data in LSTM?Unequal length observation sequences when training Hidden Markov modelRather use many linear classifiers than one complex one for numerical data?Generating a set of different scenarios based on some initial observationsFeeding machine learning model with different matrixWhat kinds of math do I need to know to construct graph that preserve its directed simplicies at each time step?










0












$begingroup$


states = ('Rainy','Sunny')



observations = ('walk', 'shop', 'clean')



observation 1 = ('walk', 'shop', 'clean')
observation 2 = ('walk', 'shop', 'clean','eat pizza')
observation 3 = ('walk', 'shop', 'clean','drink beer','eat pizza')
...so on



What's the size of the emission probability matrix in this case? Or can I just make the observation sequence the same length by padding with zeros?










share|improve this question









$endgroup$
















    0












    $begingroup$


    states = ('Rainy','Sunny')



    observations = ('walk', 'shop', 'clean')



    observation 1 = ('walk', 'shop', 'clean')
    observation 2 = ('walk', 'shop', 'clean','eat pizza')
    observation 3 = ('walk', 'shop', 'clean','drink beer','eat pizza')
    ...so on



    What's the size of the emission probability matrix in this case? Or can I just make the observation sequence the same length by padding with zeros?










    share|improve this question









    $endgroup$














      0












      0








      0





      $begingroup$


      states = ('Rainy','Sunny')



      observations = ('walk', 'shop', 'clean')



      observation 1 = ('walk', 'shop', 'clean')
      observation 2 = ('walk', 'shop', 'clean','eat pizza')
      observation 3 = ('walk', 'shop', 'clean','drink beer','eat pizza')
      ...so on



      What's the size of the emission probability matrix in this case? Or can I just make the observation sequence the same length by padding with zeros?










      share|improve this question









      $endgroup$




      states = ('Rainy','Sunny')



      observations = ('walk', 'shop', 'clean')



      observation 1 = ('walk', 'shop', 'clean')
      observation 2 = ('walk', 'shop', 'clean','eat pizza')
      observation 3 = ('walk', 'shop', 'clean','drink beer','eat pizza')
      ...so on



      What's the size of the emission probability matrix in this case? Or can I just make the observation sequence the same length by padding with zeros?







      machine-learning-model data-science-model markov-hidden-model






      share|improve this question













      share|improve this question











      share|improve this question




      share|improve this question










      asked 2 days ago









      Felix TennFelix Tenn

      62




      62




















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