After an introductory review of the techniques most commonly used to evaluate investment portfolios and investment managers and an overview of the theoretical foundations of modern finance, this course will, through a combination of lectures, readings, real case studies and hands-on exercises, enable students to learn how to use — in real time and under real constraints — the five main algorithmic trading and portfolio management systems developed by the instructors to manage their own clients' investment portfolios in their professional private practice. After completing this course the participants should be able to manage basic Stocks and ETF portfolios as well as trading currency pairs and basic derivatives portfolios of Credit & Debit Spreads, by using time-tested "value" and "momentum" strategies, statistical-arbitrage pairs-trading techniques and covered options algorithms, all coded in the python programs developed by the instructors to that end. Students will also be able to manage the risk of any basic investment portfolio using index-option's hedging and/or market breadth-based algorithms, and to apply the best known tests to evaluate the back-testing results of different trading systems. As collateral benefits of this course, participants will be exposed to the basics of python in finance — as they learn how to calibrate the trading software shared by the instructors — as well as to basic equity valuation methods, basic portfolio optimization methods and basic bond and derivative pricing methods. Participants will be also exposed through case studies to the portfolio management strategies of some of the most important contemporary portfolio managers and apply digested versions of their techniques to basic portfolios under real market constraints. In the long run, after having assimilated and tested what they've learned in this course, students should be able to assemble general portfolio management strategies well adapted to their own risk/return profiles. For more details please go to the Course Layout section of the Syllabus.