Campi, Luciano; Çetin, Umut; Danilova, Albina - In: Stochastic Processes and their Applications 121 (2011) 3, pp. 534-567
Given a Markovian Brownian martingale Z, we build a process X which is a martingale in its own filtration and satisfies X1=Z1. We call X a dynamic bridge, because its terminal value Z1 is not known in advance. We compute its semimartingale decomposition explicitly under both its own filtration...