We study the pricing and hedging of European-style derivative securities in a Markov, regime-switching, model with a feedback effect depending on the economic condition. We adopt a pricing kernel which prices both financial and economic risks explicitly in a dynamically incomplete market and we provide an equilibrium analysis. A martingale representation for a European-style index option's price is established based on the price kernel. The martingale representation is then used to construct the local risk-minimizing strategy explicitly and to characterize the corresponding pricing measure. © 2011 Elsevier B.V.Robert J. Elliott, Tak Kuen Siu, Alexandru Badesc
Recently, there has been considerable interest in investigating option valuation problem in the cont...
We consider the pricing of exotic options when the price dynamics of the underlying risky asset are ...
In this paper, we discuss a Markov chain approximation method to price European options, American op...
We study the pricing and hedging of European-style derivative securities in a Markov, regime-switchi...
Theoretical thesis.Bibliography: pages103-113.1. Introduction -- 2. A regime-switching binomial mode...
We discuss the pricing and risk management problems of standard European-style options in a Markovia...
In this thesis we discuss option pricing and hedging under regime switching models. To the standard...
Theoretical thesis.Bibliography: pages 145-155.1. Introduction -- 2. Option valuation under a double...
This article discusses option pricing in a Markov regime-switching model with a random acceleration ...
In this paper, we study utility-based indifference pricing and hedging of a contingent claim in a co...
Theoretical thesis.Bibliography: pages 179-196.1. Introduction -- 2. Pricing foreign equity options ...
We study the pricing of an option when the price dynamic of the underlying risky asset is governed b...
In the first chapter,which is a joint work with Mathieu Cambou and Philippe H.A. Charmoy, we study t...
To describe the movement of asset prices accurately, we employ the non-extensive statistical mechani...
A model is developed for pricing volatility derivatives, such as variance swaps and volatility swaps...
Recently, there has been considerable interest in investigating option valuation problem in the cont...
We consider the pricing of exotic options when the price dynamics of the underlying risky asset are ...
In this paper, we discuss a Markov chain approximation method to price European options, American op...
We study the pricing and hedging of European-style derivative securities in a Markov, regime-switchi...
Theoretical thesis.Bibliography: pages103-113.1. Introduction -- 2. A regime-switching binomial mode...
We discuss the pricing and risk management problems of standard European-style options in a Markovia...
In this thesis we discuss option pricing and hedging under regime switching models. To the standard...
Theoretical thesis.Bibliography: pages 145-155.1. Introduction -- 2. Option valuation under a double...
This article discusses option pricing in a Markov regime-switching model with a random acceleration ...
In this paper, we study utility-based indifference pricing and hedging of a contingent claim in a co...
Theoretical thesis.Bibliography: pages 179-196.1. Introduction -- 2. Pricing foreign equity options ...
We study the pricing of an option when the price dynamic of the underlying risky asset is governed b...
In the first chapter,which is a joint work with Mathieu Cambou and Philippe H.A. Charmoy, we study t...
To describe the movement of asset prices accurately, we employ the non-extensive statistical mechani...
A model is developed for pricing volatility derivatives, such as variance swaps and volatility swaps...
Recently, there has been considerable interest in investigating option valuation problem in the cont...
We consider the pricing of exotic options when the price dynamics of the underlying risky asset are ...
In this paper, we discuss a Markov chain approximation method to price European options, American op...