The Role of Variance Risk Premium in Derivative Pricing: Modeling, Estimation and Impact

ABSTRACT This paper estimates a model where variance risk premiums (VRP) is not fully explained by equity risk premiums (ERP). This separation can be detected thanks to a new breed of GARCH models with enough innovations to disconnect returns from variances. This type of risk‐neutralization is compatible with continuous‐time settings. We document that volatility index (VI) term structures, VI futures, and equity options, could be highly sensitive to changes in VRP. When the model is jointly estimated a consistent and sizable VRP emerges; suggesting that joint estimation with VI futures has an edge based on total likelihood and numerical advantage.

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Publication Details

Journal
Journal of Futures Markets
Published
2026-07-26
DOI
https://doi.org/10.1002/fut.70132
Primary Topic
Financial Risk and Volatility Modeling
Type
article
Field-Weighted Citation Impact
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article

The Role of Variance Risk Premium in Derivative Pricing: Modeling, Estimation and Impact

Marcos Escobar‐Anel, Lars Stentoft, Xize Ye
Journal of Futures Markets
Financial Risk and Volatility Modeling
article

The Role of Variance Risk Premium in Derivative Pricing: Modeling, Estimation and Impact

Marcos Escobar‐Anel, Lars Stentoft, Xize Ye
article en

Abstract

ABSTRACT This paper estimates a model where variance risk premiums (VRP) is not fully explained by equity risk premiums (ERP). This separation can be detected thanks to a new breed of GARCH models with enough innovations to disconnect returns from variances. This type of risk‐neutralization is compatible with continuous‐time settings. We document that volatility index (VI) term structures, VI futures, and equity options, could be highly sensitive to changes in VRP. When the model is jointly estimated a consistent and sizable VRP emerges; suggesting that joint estimation with VI futures has an edge based on total likelihood and numerical advantage.

Journal of Futures Markets
Western University (CA)
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Openalex Percentile: Top 5%
Financial Risk and Volatility Modeling
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