ARCH模型
风险溢价
经济
仿射变换
计量经济学
差异(会计)
金融经济学
数学
波动性(金融)
会计
纯数学
标识
DOI:10.1016/j.frl.2024.105115
摘要
The commonly used local risk-neutral valuation relationship (LRNVR) for non-affine GARCH models only compensates for the equity risk premium. In this paper, we propose a direct approach to bridge the physical and risk-neutral measures for non-affine GARCH models, explicitly accounting for the variance risk premium. This method avoids the need to specify a particular form of pricing kernel when it is potentially complex. The closed-form CBOE VIX pricing formulas can be easily derived for several popular non-affine GARCH models, including EGARCH, GJR-GARCH, and NGARCH. Empirical results demonstrate that the newly proposed framework yields superior pricing performance for CBOE VIX.
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