### Some articles on *random walk, walk*:

Lattice Random Walk - Relation To Wiener Process

... A Wiener process is the scaling limit of

... A Wiener process is the scaling limit of

**random walk**in dimension 1 ... This means that if you take a**random walk**with very small steps you get an approximation to a Wiener process (and, less accurately, to Brownian motion) ... To be more precise, if the step size is ε, one needs to take a**walk**of length L/ε2 to approximate a Wiener process**walk**of length L ...### Famous quotes containing the words random and/or walk:

“Assemble, first, all casual bits and scraps

That may shake down into a world perhaps;

People this world, by chance created so,

With *random* persons whom you do not know—”

—Robert Graves (1895–1985)

“Morality is always the product of terror; its chains and strait-waistcoats are fashioned by those who dare not trust others, because they dare not trust themselves, to *walk* in liberty.”

—Aldous Huxley (1894–1963)

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