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There are 4 modules in this course
This course teaches you how to calculate the return of a portfolio of securities as well as quantify the market risk of that portfolio, an important skill for financial market analysts in banks, hedge funds, insurance companies, and other financial services and investment firms. Using the R programming language with Microsoft Open R and RStudio, you will use the two main tools for calculating the market risk of stock portfolios: Value-at-Risk (VaR) and Expected Shortfall (ES). You will need a beginner-level understanding of R programming to complete the assignments of this course.
This module goes over the use of R and RStudio, retrieving data from different data sources (FRED at the Federal Reserve Bank of St. Louis and Yahoo!Finance), and the calculation of returns.
What's included
5 videos3 readings7 assignments
Show info about module content
5 videos•Total 29 minutes
Introduction•9 minutes
Retrieving Data from FRED•7 minutes
Calculating Daily Returns•6 minutes
Calculating Longer Returns•3 minutes
A Simple Example•3 minutes
3 readings•Total 27 minutes
Exercise 1 - Introduction to R and R Studio•20 minutes
Report a problem with the course•5 minutes
Quiz Instructions•2 minutes
7 assignments•Total 165 minutes
Exercise 2 - Retrieving data from Yahoo!Finance •15 minutes
Exercise 3 - Calculating Daily Returns•15 minutes
Exercise 4 - Longer Horizon Returns•15 minutes
Quiz 1.1 •30 minutes
Quiz 1.2 •30 minutes
Quiz 1.3 •30 minutes
Quiz 1.4 •30 minutes
Risk Management under Normal Distributions
Module 2•4 hours to complete
Module details
This module covers how to calculate value-at-risk (VaR) and expected shortfall (ES) when returns are normally distributed.
What's included
4 videos1 reading8 assignments
Show info about module content
4 videos•Total 32 minutes
Distribution of Returns•7 minutes
Value-at-Risk (VaR)•8 minutes
Expected Shortfall (ES)•6 minutes
Using Simulation to Estimate VaR and ES•11 minutes
1 reading•Total 2 minutes
Quiz Instructions•2 minutes
8 assignments•Total 180 minutes
Exercise 5 - Estimating Parameters of the Normal Distribution•15 minutes
Exercise 6 - Estimating VaR of the Normal Distribution•15 minutes
Exercise 7 - Estimating ES of the Normal Distribution•15 minutes
Exercise 8 - Estimating VaR and ES via Simulation•15 minutes
Quiz 2.1 •30 minutes
Quiz 2.2 •30 minutes
Quiz 2.3 •30 minutes
Quiz 2.4 •30 minutes
Risk Management under Non-normal Distributions
Module 3•4 hours to complete
Module details
This module covers how to test for normality of returns, and how to calculate value-at-risk (VaR) and expected shortfall (ES) when returns are not normally distributed.
What's included
4 videos1 reading7 assignments
Show info about module content
4 videos•Total 57 minutes
Non-normal Distributions•15 minutes
Student-t Distribution•14 minutes
Rescaled t Distribution Model•15 minutes
VaR and ES for Multi-day Horizon•13 minutes
1 reading•Total 2 minutes
Quiz Instructions•2 minutes
7 assignments•Total 165 minutes
Exercise 9 - Skewness, Kurtosis, Jarque-Bera Test for Normality•15 minutes
Exercise 10 - Estimate Parameters of the Scaled Student's-t Distribution•15 minutes
Exercise 11 - Estimate VaR and ES at 10-day Horizon•15 minutes
Quiz 3.1 •30 minutes
Quiz 3.2 •30 minutes
Quiz 3.3 •30 minutes
Quiz 3.4 •30 minutes
Risk Management under Volatility Clustering
Module 4•4 hours to complete
Module details
This module covers how to test for the presence of volatility clustering, and how to calculate value-at-risk (VaR) and expected shortfall (ES) when returns exhibit volatility clustering.
What's included
9 videos2 readings6 assignments
Show info about module content
9 videos•Total 74 minutes
Future vs Historical Distribution•13 minutes
Volatility Clustering•7 minutes
GARCH•11 minutes
Estimation: rugarch Package•10 minutes
GARCH(1,1) - t•4 minutes
Diagnostic Tests•8 minutes
Using the ugarchboot Function•10 minutes
Using the ugarchroll Function•5 minutes
Course Summary•4 minutes
2 readings•Total 12 minutes
Quiz Instructions•2 minutes
Share your learning experience•10 minutes
6 assignments•Total 150 minutes
Exercise 12 - Serial Correlation, Volatility Clustering, GARCH•15 minutes
Exercise 13 - VaR and ES for GARCH bootstrap•15 minutes
Quiz 4.1 •30 minutes
Quiz 4.2 •30 minutes
Quiz 4.3 •30 minutes
Quiz 4.4 •30 minutes
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