Learn the mathematical foundations essential for financial engineering and quantitative finance: linear algebra, optimization, probability, stochastic processes, statistics, and applied computational techniques in R.
Learn the mathematical foundations essential for financial engineering and quantitative finance: linear algebra, optimization, probability, stochastic processes, statistics, and applied computational techniques in R.
Modern finance is the science of decision making in an uncertain world, and its language is mathematics. As part of the MicroMasters® Program in Finance, this course develops the tools needed to describe financial markets, make predictions in the face of uncertainty, and find optimal solutions to business and investment decisions.
Calculus (multivariable)
Probability and statistics
Linear algebra
Basic programming skills
Paul Mende is a Senior Lecturer in the Finance Group at the MIT Sloan School of Management.
Mende co-founded, co-owned, and served as director of research from 2002 to 2010 for Fort Hill Capital Management, LLC, a hedge fund specializing in equity derivatives and dedicated to quantitative research, trading, and risk management. Fort Hill actively participated in the launch and success of Bay Hill Fund LP and Bay Hill Capital Management LLC in 2007 as a multi-strategy volatility hedge fund. In 2004, Fort Hill launched Absolute Strategies Fund and Absolute Investment Advisers LLC as an innovative absolute-return fund-of-funds structured as a Securities and Exchange Commission registered mutual fund, with daily liquidity for investors and full position-level transparency from managers.
Mende previously held positions as director of the Money Management & Trading Group at Cambridge Technology Partners, Inc., and as an analyst in the Quantitative Strategies Group at MDT Advisers, Inc. He also held positions as an assistant professor of physics at Brown University and as a research associate at the Center for Theoretical Physics and the Department of Mathematics at MIT.
Mende holds an AB in physics from Harvard University and a PhD in physics from Princeton University.