Non-linear filtering and optimal investment under partial information for stochastic volatility models
Year of publication: |
June 2018
|
---|---|
Authors: | Ibrahim, Dalia ; Abergel, Frédérik |
Published in: |
Mathematical methods of operations research. - Berlin : Springer, ISSN 1432-2994, ZDB-ID 1310695-8. - Vol. 87.2018, 3, p. 311-346
|
Subject: | Partial information | Stochastic volatility | Utility maximization | Martingale duality method | Non-linear filtering | Kushner-Stratonovich equations | Semilinear partial differential equation | Stochastischer Prozess | Stochastic process | Volatilität | Volatility | Optionspreistheorie | Option pricing theory | Analysis | Mathematical analysis | Unvollkommene Information | Incomplete information | Martingal | Martingale | Portfolio-Management | Portfolio selection | Nichtlineare Regression | Nonlinear regression |
-
Optimal Investment Strategies under Stochastic Volatility - Estimation and Applications
Chiarella, Carl, (2010)
-
A BSDE-based approach for the optimal reinsurance problem under partial information
Brachetta, M., (2020)
-
Pricing options in incomplete equity markets via the instantaneous Sharpe ratio
Bayraktar, Erhan, (2008)
- More ...
-
Ibrahim, Dalia, (2014)
-
Ibrahim, Dalia, (2014)
-
Allegret, Audrey, (2023)
- More ...