Programmübersicht CAS Risk Management for Banking and Finance CAS Risk Management for Banking and Finance Course Mathematical Foundations of Risk Management Course Finance Theory for Risk Management Topic Target audience Goals Topic This course encompasses the most important concepts of the finance theory for risk management, as well as the instruments and markets. It covers the basic principles for the CAS in Risk Management for Banking and Finance. Target audience Risk professionals, or those who interface with risk management disciplines on a very regular basis, who want to improve and expand their knowledge in risk management. Goals Participants know the most important concepts of finance theory for risk management (portfolio theory and performance measurement) and the instruments and markets. This course encompasses the most important mathematical concepts and techniques applied in risk management. It covers the basic mathematical principles for the CAS in Risk Management for Banking and Finance. Risk professionals, or those who interface with risk management disciplines on a very regular basis, who want to improve and expand their knowledge in risk management. Participants know the most important mathematical concepts for risk management and their applications. 18 Content Lecturers Examination/Credits Place/Dates Course fee ‒‒Calculus: Sequences and series, exponential and logarithmic function, ordinary and partial derivatives, Taylor series expansions, integration, optimization ‒‒Linear algebra: Matrix algebra and determinants, system of linear equations, matrix decomposition methods, principle component analysis ‒‒Probability and statistics: Random variables, probability distributions, covariance and correlation matrices, regression analysis, statistical tests ‒‒Numerical methods: Solving non-differential equations, numerical optimization, numerical derivatives pricing, simulation Content ‒‒Introduction: Mean, (co)variance, kurtosis, skewness, correlation, efficient market hypothesis, risk aversion, utility theory ‒‒Financial instruments: Bonds, futures and forwards, swaps, vanilla options, credit derivatives, caps, floors, and swaptions ‒‒Financial markets: Money markets, bond markets, foreign exchange market, stock market, futures market, commodities market, energy market ‒‒Portfolio theory and performance measurement: Value-at-Risk concept, efficient frontier, risk-return and performance analysis, capital asset pricing model (CAPM) ‒‒Fixed income theory: Term structure, interest rate models, bond pricing ‒‒Derivatives pricing, no-arbitrage principle, futures and forwards pricing, put-call parity, binomial trees, Black-Scholes model Lecturers ‒‒Prof. Dr. Erich Walter Farkas, Department of Banking and Finance, UZH ‒‒Prof. Dr. Markus Leippold, Department of Banking and Finance, UZH ‒‒Prof. Dr. Josef Teichmann, Department of Mathematics, ETH Zurich ‒‒Prof. Dr. Marc Chesney, Department of Banking and Finance, UZH ‒‒Prof. Dr. Alexandre Ziegler, Department of Banking and Finance, UZH ‒‒Prof. Dr. Erich Walter Farkas, Department of Banking and Finance, UZH ‒‒Prof. Dr. Martin Schweizer, Department of Mathematics, ETH Zurich ‒‒Prof. Dr. Marc Paolella, Department of Banking and Finance, UZH ‒‒Robert Huitema, Department of Banking and Finance, UZH Homework and written exam. Attestation of participation (3 ECTS Credits). Participants who also successfully complete the courses Finance Theory for Risk Management and Risk Management Practices will receive a CAS in Risk Management for Banking and Finance. The credits can be transferred to the DAS/MAS in Finance. Classroom (attendance required), Zurich: ‒‒Friday, 27 September, 2013, 14.00-18.00 ‒‒Saturday, 28 September, 2013, 9.00-18.00 ‒‒Friday, 29 November, 2013, 14.00-18.00 ‒‒Saturday, 30 November, 2013, 9.00-18.00 ‒‒Exam (written): Friday, 24 January, 2014, 09.00-12.00 Application deadline: 31 August, 2013 Examination/Credits Place/Dates CHF 2 100.– including online tutoring Course fee Weiterbildung Advanced Studies in Finance Weiterbildung Advanced Studies in Finance Homework and written exam. Attestation of participation (3 ECTS Credits) Participants who also successfully complete the courses Mathematical Foundations of Risk Management and Risk Management Practices will receive a CAS in Risk Management for Banking and Finance. The credits can be transferred to the DAS/MAS in Finance. Classroom (attendance required), Zurich: ‒‒Friday, 18 October, 2013, 14.00-18.00 ‒‒Saturday, 19 October, 2013, 9.00-18.00 ‒‒Friday, 6 December, 2013, 14.00-18.00 ‒‒Saturday, 7 December, 2013, 9.00-18.00 Exam (written): Friday, 28 February, 2014, 9.00-12.00 Application deadline: 31 August, 2013 CHF 2 100.– including online tutoring 19