We develop a general model to price VIX futures contracts. The model is adapted to test both the constant elasticity of variance (CEV) and the Cox–Ingersoll–Ross formulations, with and without jumps. Empirical tests on VIX futures prices provide out-of-sample estimates within 2% of the actual futures price for almost all futures maturities. We show that although jumps are present in the data, the models with jumps do not typically outperform the others; in particular, we demonstrate the important benefits of the CEV feature in pricing futures contracts. We conclude by examining errors in the model relative to the VIX characteristic
Using no arbitrage principle, we derive a relationship between the drift term of risk-neutral dynami...
This paper analyses the new market for trading volatility; VIX futures. We first use market data to ...
International audienceWe propose a flexible framework for modeling the joint dynamics of an index an...
In this study we present a closed-form, exact solution for the pricing of VIX futures in a stochasti...
In this paper we present a closed-form, exact solution for the pricing of VIX futures in a stochasti...
Since the inception of the volatility index (VIX) by the CBOE, in particular, the introduction of th...
In this study we present a closed-form, exact solution for the pricing of VIX futures in a stochasti...
The paper presents alternate stochastic variance models of VIX time evolution, and develops closed-f...
VIX futures are exchange-traded contracts on a future volatility index (VIX) level derived from a ba...
Since the inception of the volatility index (VIX) by the CBOE, in particular, the introduction of th...
This study analyses the new market for trading volatility; VIX futures. We first use market data to ...
Volatility indices are becoming increasingly popular as a measure of market uncertainty and as a new...
Implied volatility indices are becoming increasingly popular as a measure of market uncertainty and ...
This study develops a term structure model for VIX futures. Instead of deriving the VIX futures pric...
This thesis studies the VIX futures exchange-traded notes (ETN) (2 and 3) and their derivatives (Cha...
Using no arbitrage principle, we derive a relationship between the drift term of risk-neutral dynami...
This paper analyses the new market for trading volatility; VIX futures. We first use market data to ...
International audienceWe propose a flexible framework for modeling the joint dynamics of an index an...
In this study we present a closed-form, exact solution for the pricing of VIX futures in a stochasti...
In this paper we present a closed-form, exact solution for the pricing of VIX futures in a stochasti...
Since the inception of the volatility index (VIX) by the CBOE, in particular, the introduction of th...
In this study we present a closed-form, exact solution for the pricing of VIX futures in a stochasti...
The paper presents alternate stochastic variance models of VIX time evolution, and develops closed-f...
VIX futures are exchange-traded contracts on a future volatility index (VIX) level derived from a ba...
Since the inception of the volatility index (VIX) by the CBOE, in particular, the introduction of th...
This study analyses the new market for trading volatility; VIX futures. We first use market data to ...
Volatility indices are becoming increasingly popular as a measure of market uncertainty and as a new...
Implied volatility indices are becoming increasingly popular as a measure of market uncertainty and ...
This study develops a term structure model for VIX futures. Instead of deriving the VIX futures pric...
This thesis studies the VIX futures exchange-traded notes (ETN) (2 and 3) and their derivatives (Cha...
Using no arbitrage principle, we derive a relationship between the drift term of risk-neutral dynami...
This paper analyses the new market for trading volatility; VIX futures. We first use market data to ...
International audienceWe propose a flexible framework for modeling the joint dynamics of an index an...