Studie + Carriere

ALM, International Financial Reporting Standards and Corporate Finance

Research area: meso, finance
Department: Pension Fund Consultancy (PFC)
Supervisor: drs. Jitske van London

Description: More and more Dutch multinationals are adopting the International Financial Reporting Standards (IFRS). This means that the way in which pension costs and surpluses occur on the balance sheet and the profit and loss account of the corporation differs strongly from the way in which this is done under conventional accounting methods. These differences have a strong impact on the way in which corporations view the contribution risks they are exposed to within pension funds and thereby also on the risk and return tradeoffs that are made in ALM projects of the pension funds. Under these accounting rules, the assets and liabilities of all pension funds of a multinational corporation are valued by the same method. This allows for an assessment of the worldwide pension risks of a multinational corporation. Furthermore, the corporation and the pension funds are exposed to a number of identical risk drivers which calls for an integral analysis of the total financial risks of a multinational corporation. The objective of this project is to work on the foundations of this worldwide approach to ALM by finding out the needs for and defining corporate ALM while taking into account the restrictions from the corporation side such as governance issues and the legal independency of pension funds. Also studying the specific IAS accounting rules can be a part of the assignment.

Background information:
Bezooyen, J. van (2003), “Pensions, the Corporate Perspective”, Fiducie, Volume 11, nr. 3.

Vos, M and J. van Londen (2005), “Corporate Asset Libility Management: An integral model for supporting pension and corporate descissions”, Medium Econometrische Toepassingen, Volume 13, nr. 2. (www.ortec-finance.com/english/publications)

ALM and Intergenerational Solidarity

Research area: meso, finance
Department: Pension Fund Consultancy (PFC)
Supervisor: Jeroen van der Bosch and drs. Nicole van der Zee

Description: One of the reasons of existence of pension funds is that they accommodate risk sharing between generations. Because the Dutch (second pillar) pension system is a system in which participants pay now to save for benefit payments in the future, by means of additional contributions, younger generations can help older generations. The other way around, older generations can help younger generations by giving up parts of the indexation compensation of their pension rights. In the past years, research effort has been put into quantifying the “value” of this type of solidarity. Furthermore, there are a number of developments in our society that put pressure on this type of solidarity. One of these is the rise of (collective) defined contribution schemes which transfer all the risk (but also the returns) onto the individuals. The objective of this project is to build on the research done on the value of the intergenerational solidarity and to place this in the light of recent social developments.

Background information:
Boender, C.G.E., S. van Hoogdalem, R.M.A. Jansweijer en E. van Lochem (2000), “Intergenerationele Solidariteit en Individualiteit in de Tweede Pensioenpijler: Een Scenario-Analyse”, Wetenschappelijke Raad voor het Regeringsbeleid, Den Haag, rapport 114. (www.ortec-finance.com/english/publications)

Boender, C.G.E., A.L. Bovenberg, S. van Hoogdalem and T.E. Nijman (2007), “Optimal risk-sharing in private and collective pension contracts”, in Costs and Benefits of Collective Pension Systems, edited by O.W. Steenbeek and S.G. van der Lecq, 2007. (www.ortec-finance.com/english/publications)

Currency Management for Long-Term Investors

Research area: meso, quantitative finance
Department: ORTEC Centre for Financial Research (OCFR)
Supervisor: dr. Henk Hoek and drs. Loranne van Lieshout

Description: Long term investors, like pension funds, typically not only invest in domestic assets but also in foreign assets, and therefore face currency risk. Conventional wisdom claims that investors should fully hedge their currency risk exposure, as not hedging results in higher volatility but not in higher expected returns. Froot (1993) however argued that currency hedging only lowers short-term volatility but actually increases long term volatility. Also, as discussed in Campbell et. al. (2007) due to correlations between currency returns and asset returns, the optimal hedge ratio for foreign bonds and foreign equity portfolios should be different. The objective of this project is to analyze the optimal strategic currency hedge for a pension fund. Although a pension fund is a long term investor and is confronted with long term volatility, it can also not ignore short term volatility. High short term volatility might result in more volatile contributions and indexations and is therefore undesirable from the perspective of the stakeholders of the pension fund.

Background information:
Campbell, J.Y., K. Serfaty-de Medeiros and L.M.Viceira (2007), “Global Currency Hedging”, Working Paper. (www.hbs.edu/research/pdf/07-084.pdf).

Campbell, J.Y., L.M. Viceira and J.S. White (2002), “Foreign Currency for Long-Term investors”, NBER Working Paper No. 9075.

Froot, K.A. (1993), “Currency Hedging Over Long Horizons”, NBER Working Paper No. 4355.

Dynamic Life Cycle Investing

Research area: micro, finance
Department: Financial Planning (FinX, www.finx.nl)
Supervisor: Ronald Janssen

Description: Life cycle investment products are becoming more and more popular. This increased interest stems from new regulation (“Pensioenwet”), responsible investing (“zorgplicht”) and claims of recent years. However, in the advisory processes of individuals several aspects of life cycle investing are not taken into account properly yet. Instead it is often suggested as if one life cycle mix would be appropriate for all situations of individuals which is very likely not the case. One question if for example how the investment risk should be decreased exactly. Should this be done in a simple linear fashion, is this dependent on the remaining investment horizon, the initial asset allocation, etc.? Also is there still little attention for cash flow aspects. What are for example the effects of lump sum investments or periodic investments? And what to think about the purposes on which the investment proceedings need to be spend at the end of the horizon? The objective of this project is to investigate how a dynamic life cycle investment strategy can be defined and to identify the key differences between a “standard” and a dynamic life cycle strategy.

Background information:
A.L. Bovenberg, R. Koijen, T.E. Nijman and C. Teulings (2007), “Saving and Investing over the Life Cycle and the role of Collective Pension Funds”, Netspar Panel Paper nr. 1.

Papers presented at the seminar “The Future of Life-Cycle Saving & Investing”, October 2006, Boston. (www.bos.frb.org/economic/conf/lcsi2006/index.htm)

Interpolation Methods for Embedded Options

Research area: mathematical finance
Department: Insurance Advisory
Supervisor: dr. David van Bragt

Description: Due to external developments like the upcoming new accounting standards (IFRS phase II) and new regulatory frameworks (Solvency II) and due to developments in internal risk and return management, ALM models for insurance companies need to determine the market value of the insurance liabilities. A first method to value the embedded options in these liabilities is to apply approximating closed-form option formulas. For very complex options, an alternative approach can also be used. This approach starts by first defining a limited number of states of the world (for example different interest-rate levels) and then using risk-neutral Monte Carlo methods to determine the market value in each of these states. In every point of a set of economic scenarios, the value of the options can subsequently be estimated by means of interpolation between the pre-calculated and tabulated values. This research project builds on earlier research and existing algorithms. The specific objectives of this project are to further refine these algorithms and to find an appropriate method to determine the interest-rate sensitivities of the options for different terms to maturity.

Background information:
Van Bragt, D. and H. Steehouwer (2007), “Recent Trends in Asset and Liability Modeling for Life Insurers”, OCFR Methodological Paper No. 2007-01.
(www.ortec-finance.com/english/publications)

Empirical Volatility and Correlation Dynamics

Research area: econometrics
Department: ORTEC Centre for Financial Research (OCFR)
Supervisor: dr. Hens Steehouwer

Description: Conventional stochastic scenario models that are used for ALM purposes are often based, or at least simulate, at an annual frequency because of the long horizons (say 20 years) of the application of the scenarios. During recent years however the need has come that these scenario models also provide scenarios at higher observation frequencies (say monthly) and possibly also with a shorter horizon (say annual). This need stems for the required consistent integration of long term ALM, medium term implementation and short term monitoring models and from the need to be able to analyze higher frequency policy actions (for example duration matching or rebalancing rules). To be able to model such higher frequency scenarios, it essential to first have a clear picture of the empirical behavior of financial and economic time series in this respect. Besides seasonal developments, one often thinks of volatilities and correlations that vary though time, for example based on more structural business or economic conditions of that moment (business cycle) or more “random” variation due to periods or turbulence on the financial markets. The objective of this project is to collect and study the (empirical) existing literature on the topic of time varying volatilities and correlations, to perform own empirical research based on a specific frequency domain methodology and finally to suggest ways of modeling the typically observed empirical behavior within the context of an existing scenario model.

Background information:
Steehouwer H. (2005), “Macroeconomic Scenarios and Reality. A Frequency Domain Approach for Analyzing Historical Time Series and Generating Scenarios for the Future”, PhD thesis, Free University of Amsterdam. (www.ortec-finance.com/english/publications)

Risk-Neutral Scenario Models for Credit Risk

Research area: quantitative finance
Department: Insurance Advisory
Supervisor: dr. David van Bragt

Description: Risk-neutral models play a crucial role in the valuation of contingent claims like embedded options in insurance liabilities and pension deals. At ORTEC Finance we have developed and implemented a consistent risk-neutral scenario model for nominal interest rates, inflations, real interest rates, stock returns and exchange rates. This model is based on various extensions of a combination of a two-factor Hull-White interest-rate model and the well-known Black-Scholes stock price model. This model is especially used for Monte Carlo valuations of complex (embedded) option constructions and is complemented by optimization tools to calibrate the parameters of the model on market prices of selected financial instruments (swaptions, stock options, etc.). To get a more complete match with the investment portfolios we encounter in practice, the model needs to be extended with a model for the valuation of asset classes that contain significant credit risk. The specific objectives of this project are to investigate how the existing risk-neutral simulation model can be extended consistently with credit risk. Another question is how the credit part of the model can be calibrated on market prices of credit derivatives.

Background information:
Van Bragt, D. and H. Steehouwer (2007), “Recent Trends in Asset and Liability Modeling for Life Insurers”, OCFR Methodological Paper No. 2007-01.
(www.ortec-finance.com/english/publications)

Property and Casualty Processes and Reinsurance Policies

Research area: actuarial science / finance
Department: Insurance Advisory
Supervisor: drs. Arianne Eckhardt AAG and dr. Bert Kramer

Description: ALM models for property and casualty (P&C) insurance companies need very different liability models than models for life insurance companies. One of the components of such a liability model is the generation of scenarios of the number of claims and the size of the claims. The first objective of this project is to refine an existing P&C liability scenario model. Here one can think of introducing a relation between economic variables and the liability scenarios. An often heard hypothesis is that during recessions the number and / or size of claims increases. Of course, such a relation needs to be investigated properly before proceeding with model adjustments. One of the strongest policy instruments of a P&C insurance company are the reinsurance arrangements. By means of such reinsurance contracts an insurance company can choose which insurance risks remain on her own balance sheet and which risks are transferred to a specialized reinsurance company. Selecting a reinsurance contract must be done with great care because reinsurance can be expensive and should therefore provide the required risk reduction at the lowest price. The second objective of this project is to extend an existing ALM model for P&C companies with models to optimize these reinsurance policies.

Background information:
Carter, R.L. (1983), “Reinsurance”, Kluwer, Brentford.

Daykin, C.D., Pentikainen, T. and Pesonen, M. (1994), ”Practical Risk Theory for Actuaries”, Chapman & Hall, Londen.

Scenario Models for Longevity Risk

Research area: econometrics
Department: ORTEC Centre for Financial Research (OCFR)
Supervisor: dr. Hens Steehouwer

Description: ALM and risk management models for pension funds and insurance companies often work on the basis of stochastic scenario models for important risk and return drivers such as interest and inflation rates, stock returns, etc. Given the situation of the pension fund or insurance company (asset allocation, liability portfolio, etc.), these variables directly influence the risk and return profile of these organizations at both short and long horizons. In recent years an additional risk factor has gotten more attention: longevity risk. Longevity risk is the risk incorporated in long term pension and insurance liabilities by means of the uncertainty in the (increasing trend of the) long term life expectancy of the participants that hold the pension or insurance claims. Small reduction in mortality rates can already cause very large increases in the value of the liabilities. The first objective of this project is to collect and analyze historical time series data of mortality rates by focusing on the separate long and short term properties of this time series behavior and the relations with financial and economic variables. The second objective is to develop scenario models for mortality risk and integrate these into an existing frequency domain scenario model.

Background information:

Information and data of JPMorgan’s LifeMetrics methodology
(www.jpmorgan.com/pages/jpmorgan/investbk/solutions/lifemetrics)

Cui, J. (2007), “Longevity Risk Pricing”, Tilburg University.

Steehouwer H. (2005), “Macroeconomic Scenarios and Reality. A Frequency Domain Approach for Analyzing Historical Time Series and Generating Scenarios for the Future”, PhD thesis, Free University of Amsterdam.
(www.ortec-finance.com/english/publications)

Pricing Kernels for VAR Models

Research area: quantitative finance
Department: ORTEC Centre for Financial Research (OCFR)
Supervisor: dr. Hens Steehouwer

Description: Vector AutoRegressive (VAR) models are often used for simulating scenarios of financial and economic variables that are important in determining the risk and return profile of pension funds and insurance companies. By combining these models with a so called pricing kernel, also sometimes called deflator, these scenarios can also be used for valuation purposes. “Another” class of models that is especially designed for valuation purposes are the risk neutral or arbitrage free models. An advantage of the VAR / pricing kernel approach is that there is an automatic consistency between on the one hand the scenarios from the VAR model that are used to calculate classical (ALM) risk and return numbers and, on the other hand, the valuation results that are obtained by applying the pricing kernel on the same problem. The first objective of this project is to go through the process of constructing a pricing kernel corresponding to a realistic VAR model in a very practical way and to make an inventory of all the issues that are encountered. A second objective could be to see how the pricing kernel approach could be applied to a Frequency domain Dynamic Factor model (FDFM), which can be seen as an extension of a conventional VAR model. As a final result, pricing kernel scenarios could be applied on a real world (pension fund) valuation problem and the results can be compare to those of a risk neutral approach.

Background information:

Hoevenaars, R.P.M.M. and E.H.M Ponds (2007), “Valuation of intergenerational transfers in funded collective pension schemes”, Working Paper, Maastricht University.
(www.unimaas.nl/media/um-layout/fdewb/opmaak.htm?http://www.fdewb.unimaas.nl /KE/members/member_pagina%20hoevenaars.htm)

Steehouwer H. (2005), “Macroeconomic Scenarios and Reality. A Frequency Domain Approach for Analyzing Historical Time Series and Generating Scenarios for the Future”, PhD thesis, Free University of Amsterdam. (www.ortec-finance.com/english/publications)

Scenario Approach to Replicating Portfolios

Research area: quantitative finance
Department: ORTEC Centre for Financial Research (OCFR)
Supervisor: dr. Hens Steehouwer and dr. David van Bragt

Description: ALM and risk management models for insurance companies nowadays typically require the economic or market value of the liabilities. Liabilities of life insurance companies are characterized by the presence of embedded options like profit sharing or (long term) return guarantees. Furthermore, the variety of life insurance products across the globe is enormous while at the same time the “underlying” components are very similar (mortality, savings element, returns, options). As a result the valuation and simulation of life insurance liabilities is a complex matter. One idea for summarizing the behavior of a large portfolio of insurance liabilities is by evaluating these liabilities on a large set of financial economic scenarios and then trying to find a portfolio consisting of standard financial instruments (bonds, swaptions, stocks, etc.) that mimics the total scenario behavior (in terms of market value) of the liabilities as good as possible. The optimization criterion could simply be a simple least-squares criterion in terms of the value of the liabilities across all scenarios. Such an approach could be used, for example, for an efficient construction of the replicating portfolio of the liabilities (using standard theoretical financial instruments) or to construct the practical counterpart of such a replicating portfolio, a so-called liability benchmark (using only traded financial instruments). The objective of this project is to collect and study the (scarce) existing literature on this topic, develop and implement a version of this approach and finally apply the approach to real-life liability portfolios.

Background information:
Van Bragt, D. and H. Steehouwer (2007), “Recent Trends in Asset and Liability Modeling for Life Insurers”, OCFR Methodological Paper No. 2007-01.
(www.ortec-finance.com/english/publications)

Oechslin, J., O. Aubry, M. Aellig, A. Käppeli, D. Brönnimann, A. Tandonnet and G. Valois (2007), “Replicating Embedded Options”, Life & Pensions, February.
(www.life-pensions.com)