无模型定价核的特点

Maxim Ulrich, Simon Walther
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引用次数: 0

摘要

本研究结合风险中性的无模型条件估计和股票收益的物理分布,以获得每月时间范围内定价核的每日度量。尽管它们具有时变的性质,但我们的定价内核是非参数的、前瞻性的、与偏好、经济状态变量或其动态无关的,并且只依赖于最小的技术约束。尽管如此,我们已实现的定价核心估计显然与经济状态变量(如期限价差、信用价差或流动性)有关。我们分解了对数定价核的期望方差,发现跳跃对整体定价核风险贡献了相当大的一部分。基于统计测试,我们在任何时候都确认了定价核的u形,并发现其大小变化与方差风险溢价之间存在很强的联系。价格内核的中心隆起可以无条件地得到确认,但在危机时期似乎会消退。
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Characteristics of Model-Free Pricing Kernels
This study combines model-free conditional estimators for the risk-neutral and the physical distribution of equity returns to obtain daily measures for the pricing kernel at the monthly time horizon. Despite their time-varying nature, our pricing kernels are non-parametric, forward-looking, agnostic about preferences, economic state variables or their dynamics and rely only on minimal technical constraints. Still, our realized pricing kernel estimates are clearly linked to economic state variables like the term spread, the credit spread or liquidity. We decompose the expected variance of the log pricing kernel and find that jumps contribute a considerable portion to overall pricing kernel risk. Building on statistical tests, we confirm an U-shape in the pricing kernel at all times and find a strong link between variations in its magnitude and the variance risk premium. A central hump in the pricing kernel can be confirmed unconditionally, but appears to fade during crisis times.
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