Hello. Thanks for your comment. I am glad that you have found the video useful. There are more things that you might find useful to study on gtribello.github.io/mathNET/SOR30124-overview.html. You can find pencil and paper exercises for these problems as well as programming exercises involving these concepts. Good luck with your studies.
Congratulations on completing your module. I am glad my videos help. Thanks for letting me know. It really has made my day. Good luck with the rest of your course.
Thank you so much! very useful. How do I get the matrix Q though? I have a 3 state model where state 3 is absorbing (this means that the last row of Q matrix is 0), q11 and q22 are negative the sum of the two other elements in the row, but I am not sure how to get the rest of the Q matrix (q12, q13, q21 and q23). note: I have the survival function and I fit an exponential to it so I have the value of the exponential parameter. Thank you in advance!
Hello. I have a website that contains these videos and related content. This will show you the order to go through them. You can find it here: gtribello.github.io/mathNET/SOR3012.html. I hope this helps.
Hello. Sorry for the slow reply first of all. The time between the transitions between states does indeed follow an exponential distribution. So if we are in state 1 the amount of time until there is a transition to another state is a sample from an exponential random variable. I hope this answers your question.
Hello. Thanks for your message. I am glad that you found the video useful. If you want some notes you can go here: gtribello.github.io/mathNET/SOR30124-overview.html
you are an incredible teacher, thank you for all your videos and for posting them for free! - someone from halfway across the world
Goes well with , "Congratulations" MGMT
Great explanation. I like the speed of your speaking.
This is Gold. Thanks a lot !!
Thank you so much! This is wonderful, now I am clear on those problems in my class.
Hello. Thanks for the comment. It has really made my day. There is more stuff here: gtribello.github.io/mathNET/SOR3012.html if you need it.
The only thing I hated about that video is that it ends. Your explanation is so great !
Thank you very much. I'm studying Markov Chains on my oun for my undergraduate thesis and this video made me finally understand these concepts.
Hello. Thanks for your comment. I am glad that you have found the video useful. There are more things that you might find useful to study on gtribello.github.io/mathNET/SOR30124-overview.html. You can find pencil and paper exercises for these problems as well as programming exercises involving these concepts. Good luck with your studies.
You are an amazing teacher, do u know what order we should watch the videos?
Thanks so much
Thank you. Wouldnt make it out of this unit if it wasnt for you.
Congratulations on completing your module. I am glad my videos help. Thanks for letting me know. It really has made my day. Good luck with the rest of your course.
Thank you so much! very useful. How do I get the matrix Q though? I have a 3 state model where state 3 is absorbing (this means that the last row of Q matrix is 0), q11 and q22 are negative the sum of the two other elements in the row, but I am not sure how to get the rest of the Q matrix (q12, q13, q21 and q23). note: I have the survival function and I fit an exponential to it so I have the value of the exponential parameter. Thank you in advance!
Amazing video. Where do I find the exercises and some other extra material.
Hello. Thanks for the comment. You can find lots of extra stuff here:
gtribello.github.io/mathNET/SOR3012.html
Thanks
i want to watch your full coursse but ther is no playlist your videos are random , could you please make a playlist
Hello. I have a website that contains these videos and related content. This will show you the order to go through them. You can find it here: gtribello.github.io/mathNET/SOR3012.html. I hope this helps.
Thank you very much! Is the distribution of t exponential？Or any distribution.
Hello. Sorry for the slow reply first of all. The time between the transitions between states does indeed follow an exponential distribution. So if we are in state 1 the amount of time until there is a transition to another state is a sample from an exponential random variable. I hope this answers your question.
@@gtribello Thank you so much! Now I fully understand the concept of Markov Chains.
You're obviously a math genius but you called a rectangle a square.
Lecture is good but it's not in ordered way, if the lecture is uploaded in ordered way then it will be more useful for learner like me.
Hi, appreciate for your kindly explaining video! Is there any pdf file for lecture note or materials that you used in this video?
Hello. Thanks for your message. I am glad that you found the video useful. If you want some notes you can go here: gtribello.github.io/mathNET/SOR30124-overview.html
سلاصر
Am I too late to thank you.
Not at all. Thanks very much. I am glad you found the video useful.