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15
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$S_n \in [-a,a]$ for some $a$ infinitely often

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#probability-theory #random-walk
28
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How does one reconcile the fact that a random walk is non-mean reverting with Polyas recurrence theorem?

Published on
#stochastic-processes #random-walk #stationary-processes
219
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Calculating infinite sum from a random walk in 1-dimension

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#probability #sequences-and-series #random-walk
33
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Transience of random walks starting from each of the sites which have been already visited

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#probability #probability-theory #markov-chains #markov-process #random-walk
395
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Random Walk Upper-Bound. For any symmetric Random Walk, absolute value of partial sum $S_n$ never exceeds $\sqrt{2 \pi n}+\sqrt{\frac{\pi}2}$?

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#random-walk #upper-lower-bounds
504
Views

Wald's Identity for non-i.i.d. Case

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#probability-theory #markov-chains #random-walk
240
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Random walk in a graph

Published on
#probability #graph-theory #computer-science #random-walk #probabilistic-method
66
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An inequality for standard random walk.

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#probability #probability-theory #stochastic-processes #random-walk
196
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Help with a symmetric random walk problems

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#probability #random-walk
84
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Why is this true with random walks?

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#probability #stochastic-processes #markov-chains #random-walk
211
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Help with a random walk problem.

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#probability #probability-theory #stochastic-processes #random-walk
26
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The boundedness of a certain sequence of expectations

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#probability #probability-theory #probability-distributions #random-variables #random-walk
281
Views

Mean absolute distance for a symmetric random walk

Published on
#random #random-walk
124
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Properties of a random walk

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#probability-theory #markov-chains #random-walk #independence
497
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Expected number of steps for a random walk- robot

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#probability #markov-chains #expectation #random-walk

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