Remark on Right Continuous Exponential Martingales
Using , jump measure μand its compensator νwe characterize the event where the stochastic exponential E(M) equals to zero.
math.PR↗
arXiv subjects
Publications and source records attributed to Besik Chikvinidze.
Using , jump measure μand its compensator νwe characterize the event where the stochastic exponential E(M) equals to zero.
We generalize Jacod's condition and introduce a new type sufficient condition for the uniform integrability of the general stochastic exponential.
We establish necessary and sufficient conditions for the uniform integrability of the stochastic exponential E(M).
Using properties of backward stochastic differential equations we give new proofs of some well known results on BMO martingales and improve some estimates of BMO norms.