© World Scientific Publishing CompanyA Black-Scholes market is considered in which the underlying economy, as modeled by the parameters and volatility of the processes, switches between a nite number of states. The switching is modeled by a hidden Markov chain. European options are priced and a Black-Scholes equation obtained. The approximate valuation of American options due to Barone-Adesi and Whaley is extended to this setting.John Buffington; Robert J. Elliot
The mathematical model for computing the value of European options has been discovered and known as ...
We study option pricing in a regime switching market where the risk free interest rate, growth rate ...
We consider the pricing of exotic options when the price dynamics of the underlying risky asset are ...
The original publication is available at www.springerlink.comWe consider a Black-Scholes market in w...
An exact solution for the valuation of the options of the European style can be obtained using the B...
An exact solution for the valuation of the options of the European style can be obtained using the B...
An exact solution for the valuation of the options of the European style can be obtained using the B...
[[abstract]]In this article, we consider a model of time-varying volatility which generalizes the cl...
In this article, we consider a model of time-varying volatility which generalizes the classical Blac...
Derivative pricing, and in particular the pricing of options, is an important area of current resear...
In this article, a model under which the underlying asset follows a Markov regime-switching process ...
We consider the valuation of both European-style and American-style barrier options in a Markovian, ...
This article discusses option pricing in a Markov regime-switching model with a random acceleration ...
In this article, a model under which the underlying asset follows a Markov regime-switching process ...
This article discusses option pricing in a Markov regime-switching model with a random acceleration ...
The mathematical model for computing the value of European options has been discovered and known as ...
We study option pricing in a regime switching market where the risk free interest rate, growth rate ...
We consider the pricing of exotic options when the price dynamics of the underlying risky asset are ...
The original publication is available at www.springerlink.comWe consider a Black-Scholes market in w...
An exact solution for the valuation of the options of the European style can be obtained using the B...
An exact solution for the valuation of the options of the European style can be obtained using the B...
An exact solution for the valuation of the options of the European style can be obtained using the B...
[[abstract]]In this article, we consider a model of time-varying volatility which generalizes the cl...
In this article, we consider a model of time-varying volatility which generalizes the classical Blac...
Derivative pricing, and in particular the pricing of options, is an important area of current resear...
In this article, a model under which the underlying asset follows a Markov regime-switching process ...
We consider the valuation of both European-style and American-style barrier options in a Markovian, ...
This article discusses option pricing in a Markov regime-switching model with a random acceleration ...
In this article, a model under which the underlying asset follows a Markov regime-switching process ...
This article discusses option pricing in a Markov regime-switching model with a random acceleration ...
The mathematical model for computing the value of European options has been discovered and known as ...
We study option pricing in a regime switching market where the risk free interest rate, growth rate ...
We consider the pricing of exotic options when the price dynamics of the underlying risky asset are ...