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A novel identity from random walk theory |
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| Authors: | D. R. Franceschetti J. W. Hanneken |
| Abstract: | A novel expansion of binomial coefficients in terms of trigonometric functions has been obtained by comparing expressions for the time evolution of the probability distribution for a random walker on a ring obtained by separate combinatoric and eigenvalue approaches. |
| Keywords: | Random walk Binomial coefficients |
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