The purpose of this seminar is to give you a good understanding of the state-of-the-art methods and tools for managing investment portfolios.
First we discuss how the overall investment objectives and policies should be formulated within a general asset liability framework and how these policies should be reflected in the choice of benchmarks and in the delegation of relative or absolute return mandates.
We then take a closer look at the various traditional and alternative asset classes and explain how funds can be allocated to these asset classes using the optimization techniques of modern and post-modern portfolio theories. We also explain how dynamic asset allocation strategies such as “constant mix”, “constant proportion portfolio insurance”, “contingent immunization” and “option-based portfolio insurance” can be implemented to obtain the optimal risk-return profile, or to manage surplus risk, under various market conditions.
Further, we explain how “indexation” used for “passive” management and how this strategy can be enhanced through a core/satellite approach that leaves room for active management strategies to add returns beyond the benchmark indices.
After that, we explain how to manage “surplus risk” and how the increasingly popular “Risk Budgeting” technique can be used to allocate “risk units” to optimize the risk-adjusted returns across managers and asset classes. We also explain the concept of “liability driven investing” and how derivates like futures, swaps and options are used to implement overlay programs to separately manage currency risk and other risks, to “port” alphas between markets, or to pursue “market-neutral”, “relative value” and other absolute return investment strategies.
Finally, we present and discuss methods for calculating, interpreting and evaluating portfolio performance on an absolute and on a risk-adjusted basis. We explain measures such as “Time-Weighted Return”, “Sharpe Ratio”, “Information Ratio”, and “Sortino Ratio”, and we discuss their suitability in measuring the performance of investments with different risk-return characteristics.