“…Since the stochastic volatility y and the logarithmized asset price X are modelled as a bivariate affine process in these models, the joint conditional characteristic function can be computed by solving some generalized Riccati equations, as shown in great generality by [9]. This opens the door to explicit solutions of diverse financial problems dealing with, e.g., optimal investment (cf., e.g., [4,21,23]) and hedging of derivatives (see, e.g., [8,15,20,23]). In this paper, we introduce an estimation algorithm for the subclass of time-changed Lévy models introduced by [5].…”