In this note we present a simple method to include the no-arbitrage condition into the derivation of conditional densities using the principle of maximum entropy. For the case of identically and independently distributed returns, we easily derive that the whole process estimated that way is...

In this note we present a simple method to include the no-arbitrage condition into the derivation of conditional densities using the principle of maximum entropy. For the case of identically and independently distributed returns, we easily derive that the whole process estimated that way is...

In this note we present a simple method to include the no-arbitrage condition into thederivation of conditional densities using the principle of maximum entropy. For the case ofidentically and independently distributed returns, we easily derive that the whole processestimated that way is...

This paper provides empirical evidence that jumps in the underlying stock price process are superfluous for European option pricing in time changed L évy models. We introduce a model with a.s. continuous sample paths and a parsimonious description in terms of free parameters. The conducted in-...