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    Chapter

    On the Volatility of Commodity Futures Prices

    This paper analyzes the volatility structure of commodity futures markets by using a continuous time forward price model with stochastic volatility. The model features three distinct volatility structures, eac...

    Les Clewlow, Boda Kang in Nonlinear Economic Dynamics and Financial … (2014)

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    Chapter

    A Multi-factor Structural Model for Australian Electricity Market Risk

    In this paper, we develop a general framework for the modelling of Australian electricity market risk based on the structural relationships in the market. The model framework is designed to be consistent with ...

    John Breslin, Les Clewlow, Chris Strickland in Nonlinear Economic Dynamics and Financial … (2014)

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    Chapter and Conference Paper

    The Evaluation of Gas Swing Contracts with Regime Switching

    A typical gas swing contract is an agreement between a supplier and a purchaser for the delivery of variable daily quantities of gas, between specified minimum and maximum daily limits, over a certain period a...

    Carl Chiarella, Les Clewlow, Boda Kang in Topics in Numerical Methods for Finance (2012)

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    Article

    The Dynamics of the S&P 500 Implied Volatility Surface

    This empirical study is motivated by the literature on “smile-consistent” arbitrage pricing with stochastic volatility. We investigate the number and shape of shocks that move implied volatility smiles and sur...

    George Skiadopoulos, Stewart Hodges, Les Clewlow in Review of Derivatives Research (2000)

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    Article

    Interest Rate Derivatives in a Duffie and Kan Model with Stochastic Volatility: An Arrow-Debreu Pricing Approach

    Simple analytical pricing formulae have been derived, by different authors and for several derivatives, under the Gaussian Langetieg (1980) model. The purpose of this paper is to use such exact Gaussian soluti...

    João Pedro Vidal Nunes, Les Clewlow, Stewart Hodges in Review of Derivatives Research (1999)

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    Chapter

    Mathematical Programming and Risk Management of Derivative Securities

    In this paper we discuss the use of mathematical programming techniques linear, dynamic, and goal programming to the problem of the risk management of derivative securities (also known as contingent claims or ...

    Les Clewlow, Stewart Hodges, Ana Pascoa in Operational Tools in the Management of Fin… (1998)