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Exponential Approximation

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#complex-analysis #logarithms #power-series #taylor-expansion #random-walk
75
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Probability that a random walk does not leave a subgraph after $k$ steps

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#graph-theory #markov-chains #markov-process #random-walk
177
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Random walk on infinite graph with zero probability of leaving subgraph

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#probability #graph-theory #random-variables #markov-chains #random-walk
264
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Distance from root of random walk on regular tree

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#probability #probability-theory #graph-theory #markov-chains #random-walk
224
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Radius of convergence of power series of sub-stochastic matrix

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#probability #probability-theory #graph-theory #markov-chains #random-walk
161
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Why is $(S_n)^2 - n(q-p)$ a martingale for a random walk

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#stochastic-processes #martingales #random-walk
43
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Probabilistic argument to show that power series of submatrix of connected graph converges

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#probability #probability-theory #graph-theory #markov-chains #random-walk
180
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Martingales for a random walk

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#stochastic-processes #martingales #random-walk
76
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Effective conductance is symmetric

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#probability #probability-theory #graph-theory #random-walk #network
153
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Expected value of the number of steps in a walk around the rectangle.

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#probability #probability-distributions #random-walk #geometric-probability
1k
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Martingale of random walk and stopping time

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#probability-theory #martingales #random-walk #stopping-times
774
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Variance of the Wiener Increment

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#statistics #normal-distribution #random-walk #statistical-mechanics
37
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The problem is about the expection of the exitpoint distance for the symmetric random walk.

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#probability #probability-theory #martingales #random-walk #stopping-times
52
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Repeatedly multiplying by numbers taken from a uniform distribution

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#probability-theory #probability-distributions #random-walk
291
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Random walk on $\{0,1,...,k\}$, find the average gain in 10 000 steps

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#probability #probability-theory #markov-chains #markov-process #random-walk

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