Martingales
From IT SPb Academy
Definitions
Martingale is a real-valued, adapted stochastic process with the following properties:
E[Xt] < \infinity for all t \belonging I
E[Xt | Fs] = Xs, t > s
Martingale is a real-valued, adapted stochastic process with the following properties:
E[Xt] < \infinity for all t \belonging I
E[Xt | Fs] = Xs, t > s