We prove that the CAPM for the risky fund, and find that the CAPM based on preferences for wealth holds true when the pricing kernel consists of individual investors' optimal consumption and wealth.
本文首先证明了基于风险基金的资产定价模型，然后使用该模型证明了如果定价的基准是单个的投资者的最优消费和财富时，那么基于财富偏好的资产定价模型成立。
Whether we can not use capital pricing model, then avoid joint hypothesis in the empirical process, arbitrage the kernel of finance theory becomes the breach of the problem.
实证过程中是否可以不使用资产定价模型，进而回避联合检验，金融中的核心理论——套利成为解决该问题的突破口。
Option pricing theory is always one of the kernel problems on financial mathematics.
期权定价理论一直都是金融数学研究的核心问题之一。
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