VIX derivatives valuation and estimation based on closed-form series expansions
Year of publication: |
June 2018
|
---|---|
Authors: | Zhao, Zhe ; Cui, Zhenyu ; Florescu, Ionuţ |
Published in: |
International journal of financial engineering. - New Jersey : World Scientific, ISSN 2424-7863, ZDB-ID 2832504-7. - Vol. 5.2018, 2, p. 1-18
|
Subject: | VIX derivatives | Hermite series | stochastic volatility | Heston model | mean-reverting CEV model | 3/2 model | Volatilität | Volatility | Derivat | Derivative | Optionspreistheorie | Option pricing theory | Stochastischer Prozess | Stochastic process | Zeitreihenanalyse | Time series analysis | Schätztheorie | Estimation theory |
-
Modelling VIX and VIX derivatives with reducible diffusions
Tong, Zhigang, (2017)
-
Asymptotics for volatility derivatives in multi-factor rough volatility models
Lacombe, Chloe, (2021)
-
Kilianová, Soňa, (2018)
- More ...
-
VIX Derivatives Valuation and Estimation Based on Closed-Form Series Expansions
Zhao, Zhe, (2018)
-
Pricing Variance, Gamma and Corridor Swaps Using Multinomial Trees
Zhao, Honglei, (2019)
-
Pricing variance, gamma, and corridor swaps using multinomial trees
Zhao, Honglei, (2017)
- More ...