Option Pricing with Lévy-Stable Processes Generated by Lévy-Stable Integrated Variance
Year of publication: |
2006-02
|
---|---|
Authors: | Cartea, Alvaro ; Howison, Sam |
Institutions: | Birkbeck, Department of Economics, Mathematics & Statistics |
Subject: | Levy-Stable processes | stable Paretian hypothesis | stochastic volatility | alpha-stable processes | option pricing | time-changed Brownian motion |
-
Distinguished limits of Lévy-Stable processes, and applications to option pricing
Cartea, Álvaro, (2002)
-
Static Hedging of Standard Options
CARR, PETER, (2002)
-
Essays on Fine Structure of Asset Returns, Jumps, and Stochastic Volatility
Yu, Jung-Suk, (2006)
- More ...
-
UK Gas Markets: the Market Price of Risk and Applications to Multiple Interruptible Supply Contracts
Cartea, Alvaro, (2006)
-
Dynamic Hedging of Financial Instruments When the Underlying Follows a Non-Gaussian Process
Cartea, Alvaro, (2005)
-
On the Fluid Limit of the Continuous-Time Random Walk with General Lévy Jump Distribution Functions
Cartea, Alvaro, (2007)
- More ...