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A new combinatorial method for calculating the moments of Lévy area

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If you have a question about this talk, please contact HoD Secretary, DPMMS .

We present a new way to compute the moments of the Lévy area of a two-dimensional Brownian motion. This is a classical problem of great importance, originally solved by Lévy. Our approach uses iterated integrals and combinatorial arguments involving the shuffle product (joint paper with Mark Wildon, Swansea).

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