FRM考試中定量分析（Quantitative Analysis）所占比重是20%，因此在考試中考生需要對(duì)相關(guān)的內(nèi)容有所了解。

TOPICS AND READINGS：

This area tests a candidate’s knowledge of basic probability and statistics, regression and time series analysis, and various quantitative techniques useful in risk management. The broad knowledge points covered in Quantitative Analysis include the following:》》》2021年新版FRM一二級(jí)內(nèi)部資料免費(fèi)領(lǐng)取！【精華版】

? Discrete and continuous probability distributions

? Estimating the parameters of distributions

? Population and sample statistics

? Bayesian analysis

? Statistical inference and hypothesis testing

? Measures of correlation

? Linear regression with single and multiple regressors

? Time series analysis and forecasting

? Simulation methods 》》》FRM復(fù)習(xí)資料點(diǎn)我咨詢(xún)

To cover these broad knowledge points, a new proprietary book has been created exclusively for FRM candidates. While detailed learning objectives associated with these readings are presented in the 2021 FRM Learning Objectives document, a brief summary of how to relate these readings to the knowledge points follows.

Chapters 1 through 6 introduce fundamental concepts related to probability, statistics, probability distributions,Bayesian analysis, hypothesis testing, and confidence intervals. Regression analysis is an important statistical tool used to investigate relationships between variables. Chapters 7 and 8 give a general introduction to single and multiple variable linear regression analysis. Chapter 9 examines model specification and potential deficiencies in model specification through the use of residual diagnostics and tests of statistical hypotheses.【資料下載】[融躍財(cái)經(jīng)]FRM一級(jí)ya題-pdf版

Time series data occur frequently in finance. The next two chapters describe methods for analyzing time series data in order to estimate statistics and extract other meaningful data characteristics. Chapter 10 focuses on modeling stationary time series, while Chapter 11 focuses on modeling nonstationary time series. Dependence and variation are important subjects in risk management. Chapter 12 introduces volatility, correlation, and returns, as well as the properties of these three measures in the context of both normally and non-normally distributed variables.

Simulation methods are used to value and analyze complex financial instruments and portfolios. Chapter 13 introduces simulation methods, including Monte Carlo simulation, and the use of bootstrapping. It also explains the advantages and disadvantages of using simulations and the techniques to reduce Monte Carlo sampling error.

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