Full-Time / Part-Time MBA
Investments (FINC-460-0) This course counts toward the following majors: Analytical Finance, Finance.
This comprehensive study of financial investments will cover active portfolio strategies in stocks and bonds, optimal portfolio selection from the perspective of individual and institutional investors, and the role of style and performance benchmarks in portfolio management. Special topics such as performance evaluation, role of options and futures, liquidity and trading costs, and potential investment strategies to exploit mispricing in financial assets (such as, those used by the hedge funds) will also be covered.
Instead of focusing on pure theoretical models, the emphasis is given on the empirical facts observed in asset prices in worldwide capital markets, understanding whether they manifest new dimension of systematic risk, and how to design smart portfolios to take advantage of multiple dimensions of systematic risk.
This is a quantitative course. The course develops an applied analytical framework of financial investments. Therefore students interested in this course are expected to have sound knowledge of basic statistics and regression analysis.
Empirical Methods in Finance (FINC-970-0)
This course counts toward the following majors: Analytical Finance, Finance
This advanced course is designed for students with strong quantitative skills who want to learn state-of-the-art principles of investments and statistical techniques of portfolio management. You will learn programming tools and econometrics for analyzing financial markets, study state-of-the-art financial models from contemporary research, and examine whether markets are beat-able. Students who plan to work in financial industry under a technical capacity, such as, as a quantitative portfolio manager or as a risk manager in hedge funds or investment banks, are expected to find this course immensely rewarding.
Topics include (but not limited to) (1)multifactor models, such as Fama-French factors, momentum strategy, and liquidity factors, (2)return predictability, (3)random nature of volatility and structuring options portfolio to receive variance risk premium, (4)term structure of riskfree rates, yield curve modeling and risk-factors in bond premium, and (5)effects of illiquidity or transaction costs. Necessary statistical methods, such as, Fama-MacBeth regression, factor extraction via principal component analysis, stochastic calculus (with jumps), Itô’s lemma, bootstrapping of yield curve, and techniques of Monte Carlo simulation will be developed within the course.
Expertise in running regression and doing statistical analysis in EXCEL (or in another platform) is required. Hedge funds seem impressed with MATLAB abilities. We will organize tutorial sessions on MATLAB.
Course grade will be based on 5 bi-weekly spreadsheet/data-analysis assignments (4 will be counted towards course grade) and a final take-home project. Students will have unrestricted access to the WRDS database of financial data for working on the assignments and test.
Prerequisites: Finance/Economics at the level of FINC 460-0, and ideally, students must be comfortable with basic differential and integral calculus (including Taylor series expansion), elementary matrix algebra, linear regression analysis, and statistics at the level of hypotheses testing. Setup an appointment with the instructor in case you don’t have the prerequisites but tremendously interested in taking this class.
Doctoral
Special Topics in Finance: Empirical Methods in Finance (FINC-530-0) This is a course on empirical asset pricing with a focus on topics of current research interest and dynamic models in continuous-time. We will examine empirical evidence of existing theory and provide a roadmap of ideas for future theoretical inquiry. Since intriguing empirical work is always guided by theory, we will cover the necessary asset pricing theory along the way.
The course has a broad coverage and a long reading list. The emphasis will be on studying the current literature. Necessary econometric methods, such as, Fama-MacBeth procedure, GMM, time-series processes, methods for continuous-time processes, such as, Itô calculus (including jumps), martingales and changes-of-measure, and techniques of Monte Carlo simulation will be developed within the course. Topics include (but not limited to) (1)systematic risk factors (including Fama-French factors, momentum factor, liquidity factors, jumps and statistical factors, and macro-factors) in cross-sectional and time-series behavior of asset returns, (2)return predictability, (3)consumption bases asset pricing models, (4)stochastic nature of volatility and existence of variance risk premium, and (5)models for term-structure of riskfree rates and factors affecting bond risk premia. Time permit, we will also discuss current state of research on long-standing empirical puzzles confronting canonical theory, such as, equity premium puzzle.
This course is intended for PhD students in finance and economics who have successfully completed at least one quarter of econometrics and financial economics. Expertise in running regression and doing statistical analysis in MATLAB (or in another platform, such as, STATA) is a plus. We will organize tutorial sessions on MATLAB. Course grade will be based on weekly assignments, writing referee report(s), and class presentation of a research paper.