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Top to random shuffling stationary distribution

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#probability #probability-theory #stochastic-processes #markov-chains #stationary-processes
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calculating the probability of winning a streak, what approach should I take?

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#probability #markov-chains #simulation #dynamic-programming
38
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Random Walk on the cycle-mixing time

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#probability #probability-theory #stochastic-processes #markov-chains #random-walk
64
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Exploring Markov Models for Determining Car Insurance Costs

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#probability #stochastic-processes #markov-chains #mathematical-modeling
56
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Unpacking the definition of a discrete random variable with an example

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#probability #probability-theory #measure-theory #markov-chains
46
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Markov chain with $3$ states, with a stationary distribution $(\frac{1}{6}, \frac{1}{3}, \frac{1}{2})$

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#markov-chains
94
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Can Markov Chains be used to Disprove the St Petersburg Paradox?

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#probability #markov-chains #paradoxes
29
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Do Markov chains preserve measurability of functions?

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#probability-theory #stochastic-processes #markov-chains
62
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Markov chains -- computing limits of expectations

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#matrices #eigenvalues-eigenvectors #markov-chains
36
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How to determine the stationary distribution of a Markov Chain with N states?

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#probability #probability-theory #markov-chains
24
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Metropolis-Hastings Algorithm. How do we know that it converges to target distribution?

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#probability-distributions #markov-chains #markov-process #bayesian #monte-carlo
40
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What is the steady state of a Markov chain with two absorbing states?

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#probability #markov-chains #random-walk
17
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Criterium for recurrence and Borel-Cantelli lemma

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#probability-theory #stochastic-processes #markov-chains #borel-cantelli-lemmas
82
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On the proof of convergence of Pòlya urns

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#markov-chains #conditional-expectation #martingales #polya-urn-model
195
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If $B = x(xI-A)^{-1}$ for a generator matrix $A$, then $B-B^2$ has positive diagonal elements

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#linear-algebra #matrices #stochastic-processes #markov-chains #stochastic-matrices

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