
Master portfolio management and construction in Excel, building the efficient frontier, covariance matrices, and minimum variance portfolios, while exploring single index and Fama-French three-factor models to optimize returns.
Calculate portfolio risk and return in Excel by applying matrix algebra to returns, weights, and covariance, then derive portfolio variance.
This lecture covers the basics of diversification benefits, including why diversification is beneficial and considerations when undertaking diversification.
Explore the mathematics of the minimum variance portfolio, from two-asset derivations to matrix algebra with multiple assets, using variance-covariance, correlation, and Lagrangian methods to enforce weight constraints.
Learn to compute a minimum variance portfolio for two assets in Excel using Solver, derive the optimal weights, and appreciate the role of correlation and standard deviations.
Learn to construct a global minimum variance portfolio across multiple assets in Excel by using excess returns, covariance matrices, and matrix algebra for optimized weights.
Learn how to construct the efficient frontier for a two-asset portfolio in Excel, calculating returns, variance and standard deviation, and identifying the global minimum-variance frontier.
This lecture discusses how to construct the efficient frontier in excel when the portfolio has many assets.
Learn to estimate the single index model in Excel, using stock returns, alpha, beta, and the residual to gauge idiosyncratic volatility for portfolio management.
Explore the Fama French three-factor model, including market, size (small minus big), and value (high minus low), alpha, beta, and residuals, with a Berkshire Hathaway example and regression interpretation.
Explore the four factor model, where returns are explained by the market, small-minus-big, high-minus-low, and momentum factors, estimated via Excel regression.
This course covers the basics of portfolio management. It covers common stock return models , portfolio construction methods and optimization models, and capital markets more generally. The aim of the course is to equip students with the knowledge necessary to form a basic portfolio and to understand the drivers of stock returns and of alpha. In many places, the course includes practical examples, including in Microsoft Excel.
Key concepts covered include:
Stock return models and alpha (i.e., single index model, fama french three factor model, CAPM).
Portfolio construction methods (i.e., minimum variance, mean variance, markowitz)
Additional things to look for when trading.