Steady-State Vectors for Markov Chains | Discrete Mathematics

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Finding the steady-state vector for a regular Markov chain.

//Gauss-Jordan elimination video

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Комментарии
Автор

its 5 am and my exam is at 9, thank you for saving me

Tubbymakesnoize
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I could not for the life of me figure this out through GPTs or my lecture which chose to skip this. Thank you so so much! Lifesaver!

tonyushkin
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why do u just skip the last part? ( the most confusing part)?

vancoup
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I was using the guessing method my teacher showed me and it wasn't working, this method worked great! Thank you so much

Runeskuller
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ok but what if it doesn't add to one after you calculate the system of equations? How do you normalize?

AULOcanugo
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You can solve it using matlab: [V, D] = eig(T)
Columns of V will be eigenvectors, and diagonal of D is the set of eigenvalues.

maxutmansurov
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how did she do this on the calculator ?

habibamohamed
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Thank you for this video it was really helpful!

yikhonggoh
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"Rewriting that" bro tell us how to rewrite that

ShanearvinFrancia
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0:31 Don't you have to solve the equation L*T = L instead?

Edit: Nevermind, I see that this matrix is *column*-stochastic and not *row*-stochastic. My bad.

PunmasterSTP
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My exam is at 2:15.... it’s 2:04 right now

sashankreddy