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A reciprocal process (also known as Bernstein process[1]) is a stochastic process...
Another paramount reference in this context.
It is related to the concept of a Markov process; in fact, all Markov processes are reciprocal processes.[2]: Lemma 1.2
Let be a measure space, and let be a -valued stochastic process with underlying probability space . The stochastic process is said to be reciprocal if, for each ,
^Christian, Léonard; Rœlly, Sylvie; Zambrini, Jean-Claude (2014). "Reciprocal processes. A measure-theoretical point of view". Probability Surveys. 11: 237–269. doi:10.1214/13-PS220.