Further Developments in Quantitative Finance

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Further Developments in Quantitative Finance

 09 - 13 Jul 2007

ICMS

  • Andrew Cairns, Heriot-Watt University
  • Marco Frittelli, Università degli Studi di Milano
  • David Hobson, University of Warwick
  • Michael Monoyios, University of Oxford
  • Martin Schweizer, ETH Zurich

About:

Much of the research presented fell naturally into broad themes, such as illiquid markets, transaction costs (TC), incomplete information, credit risk, and analysis of risk preferences. Talks on the same theme were often grouped together. Many delegates commented that they liked this format. The common theme was the extension of classical models of financial markets to incorporate one or more realistic and important market imperfections. The practical importance of such research is that it is essential to understanding how market failures can arise, and how to deal with the resulting risks.

The aims of the meeting were to build on the successes of the  Developments in Quantitative Finance programme at the Isaac Newton Institute for Mathematical Sciences by inviting some of the participants of that programme to reconvene, to further the advances and achievements of that programme and to describe more recent progress.

Speakers

Stefan Ankirchner, Humboldt Universität Berlin - Smoothness of Indifference Prices and Quadratic BSDEs 

Dirk Becherer, Imperial College London - Optimal Asset Liquidation in Illiquid Markets with Finite Resiliency

Tomas Björk, Stockholm School of Economics - Optimal Investments Under Partial Information

Alex Cox, University of Bath - Robust Hedging of Options Based on the Local Time 

Hans Föllmer, Humboldt Universität Berlin - On the Dynamics of Convex Risk Measures

Peter Friz, University of Cambridge - On the Black-Scholes Implied Volatility at Extreme Strike  

Matheus R Grasselli, McMaster University - Combining Real Options and Games in Incomplete Markets

Xin Guo, University of California - Connecting Singular and Switching Controls with Applications to (Ir)reversible Investment  

Vicky Henderson, University of Warwick - Investment Timing, Incomplete Markets & Corporate Control  

David Hobson, University of Warwick - Utility Maximisation, Discretionary Stopping and Asset Sales

Tom Hurd, McMaster University - Credit Risk Models Based on Time Changed Brownian Motion

Tim Johnson, Heriot-Watt University - The Optimal Timing of Investment Decisions 

Jan Kallsen, Technische Universität München - Mean-Variance Hedging for Jump Processes 

Dmitry Kramkov, Carnegie Mellon University - A Model for a Large Investor who Trades at Utility Indifference Prices of Market Makers

Andrew Lim, University of California - Robust Decision Making with Relative Entropy 

Arne Lokka, King’s College London - Pricing and Hedging of Credit Derivatives

Jan Obloj, Imperial College London - Using Options to Complete Markets with Stochastic Volatility and Jumps  

Mark Owen, Heriot-Watt University - Utility-Based Approaches to Asset Pricing 

Huyên Pham, Université Paris 7 Diderot - Impulse Control Problems on Finite Horizon with Execution Delay

Martijn Pistorius, King's College London - On a Simple Model for Ruin of Two Insurance Companies  

Miklós Rásonyi, Hungarian Academy of Sciences/Vienna University of Technology - The Fundamental Theorem of Asset Pricing for Continuous Processes Under Small Transaction Costs

Chris Rogers, University of Cambridge - Illiquidity Revisited

Giacomo Scandolo, University of Firenze - Robustness and Sensitivity Analysis of Risk Measurement Procedures

Martin Schweizer, ETH Zurich - Implied Volatilities 

Walter Schachermayer, Technische Universität Wien - Consistent Price Systems and Face-Lifting Pricing Under Transaction Costs

Mihai Sîrbu, Columbia University - Asymptotic Analysis of Utility-Based Hedging Strategies for Small Number of Contingent Claims

Michael Tehranchi, University of Cambridge - A Characterisation of Dynamic Forward Utilities 

Anke Wiese, Heriot-Watt University - Mean-Variance Hedging in Stochastic Volatility Models Driven by Lévy Processes 

Thaleia Zariphopoulou, University of Texas - Forward Performance Processes and their Optimal Allocations 

Mihail Zervos, London School of Economics - Itô Semi-Diffusion Processes

Gordan Zitkovic, University of Texas - Market Equilibria and the Stability of Demand 

Harry Zheng, Imperial College London - A Counterexample of Subdifferential Valued Optimal Wealth