Stationary distribution question











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I computed a stationary by two methods and gotten two different answers
Both sum to sum to one 0ne I did by brute force. I used symbolab and all
probabilities converged for all answers



The other method I used balance equations. There probabilties summed to
1. They were p1=.25 p2=p3=.375



Brute force p1=.285 p2=.375 p3=.339
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    This is a poorly worded and poorly typed question. I suggest you put in more effort into framing your question properly if you expect the MSE community to provide you a high quality answer.
    – Aditya Dua
    Nov 8 at 18:54















up vote
-2
down vote

favorite












I computed a stationary by two methods and gotten two different answers
Both sum to sum to one 0ne I did by brute force. I used symbolab and all
probabilities converged for all answers



The other method I used balance equations. There probabilties summed to
1. They were p1=.25 p2=p3=.375



Brute force p1=.285 p2=.375 p3=.339
Help










share|cite|improve this question




















  • 1




    This is a poorly worded and poorly typed question. I suggest you put in more effort into framing your question properly if you expect the MSE community to provide you a high quality answer.
    – Aditya Dua
    Nov 8 at 18:54













up vote
-2
down vote

favorite









up vote
-2
down vote

favorite











I computed a stationary by two methods and gotten two different answers
Both sum to sum to one 0ne I did by brute force. I used symbolab and all
probabilities converged for all answers



The other method I used balance equations. There probabilties summed to
1. They were p1=.25 p2=p3=.375



Brute force p1=.285 p2=.375 p3=.339
Help










share|cite|improve this question















I computed a stationary by two methods and gotten two different answers
Both sum to sum to one 0ne I did by brute force. I used symbolab and all
probabilities converged for all answers



The other method I used balance equations. There probabilties summed to
1. They were p1=.25 p2=p3=.375



Brute force p1=.285 p2=.375 p3=.339
Help







markov-process






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share|cite|improve this question













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edited Nov 13 at 17:32

























asked Nov 8 at 18:44









Larry

11




11








  • 1




    This is a poorly worded and poorly typed question. I suggest you put in more effort into framing your question properly if you expect the MSE community to provide you a high quality answer.
    – Aditya Dua
    Nov 8 at 18:54














  • 1




    This is a poorly worded and poorly typed question. I suggest you put in more effort into framing your question properly if you expect the MSE community to provide you a high quality answer.
    – Aditya Dua
    Nov 8 at 18:54








1




1




This is a poorly worded and poorly typed question. I suggest you put in more effort into framing your question properly if you expect the MSE community to provide you a high quality answer.
– Aditya Dua
Nov 8 at 18:54




This is a poorly worded and poorly typed question. I suggest you put in more effort into framing your question properly if you expect the MSE community to provide you a high quality answer.
– Aditya Dua
Nov 8 at 18:54















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