Abstract
In this paper we deduce some estimates of the Lp(Ω)-norm of the Skorohod and the forward integrals. These estimates allow us to study the existence of a unique solution to anticipating Volterra equations of the Skorohod and forward type. The coefficients Fi(t,s,x),t≥s, are \(F_t \)-measurable and satisfy some differentiability conditions (in the sense of the stochastic calculus of variations).
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