Please note that the content of this book primarily consists of articles available from Wikipedia or other free sources online. Paul-Andre Meyer (21 August 1934 – 30 January 2003) was a French mathematician, who played a major role in the development of the 'general theory of stochastic processes'. He worked at the Institut de Recherche Mathematique (IRMA) in Strasbourg.He is best known for his continuous-time analog of Doob's decomposition of a submartingale, known as the Doob–Meyer decomposition.Some of his main areas of research in probability theory were the general theory of stochastic processes, Markov processes, stochastic integration, stochastic differential geometry and quantum probability. His most cited book is Probabilities and Potential B, written with C. Dellacherie.

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