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Answer: statistical factor model.
## Explanation This question tests the understanding of different types of multi-factor models in finance. ### Types of Multi-Factor Models: 1. **Statistical Factor Models**: These models use statistical methods (like principal component analysis or factor analysis) to analyze historical and cross-sectional return data to identify factors that explain the variance or covariance in securities' observed returns. The factors are derived purely from the data without any economic theory. 2. **Fundamental Factor Models**: These models use company-specific fundamental data (like P/E ratios, market capitalization, book-to-market ratios, etc.) as factors. The factors are predetermined based on economic theory or empirical evidence. 3. **Macroeconomic Factor Models**: These models use macroeconomic variables (like GDP growth, inflation, interest rates, etc.) as factors that are expected to influence security returns. ### Key Distinction: The question specifically mentions that the model "analyzes historical and cross-sectional return data to identify factors that explain the variance or covariance in the securities' observed returns." This is the defining characteristic of **statistical factor models**, which use statistical techniques to extract factors directly from return data. ### Why Not the Other Options: - **Fundamental factor models** use predetermined fundamental variables, not statistical analysis of return data to identify factors. - **Macroeconomic factor models** use predetermined macroeconomic variables, not statistical analysis of return data to identify factors. Therefore, the correct answer is **A. statistical factor model**.
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An analyst uses a multi-factor model to estimate the expected returns of various securities. The model analyzes historical and cross-sectional return data to identify factors that explain the variance or covariance in the securities' observed returns. This model is most likely a:
A
statistical factor model.
B
fundamental factor model.
C
macroeconomic factor model.
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