In this study, we develop a semi-analytic method to evaluate American options under a two-state regime-switching economy. The two free boundaries corresponding to the states divide the pricing domain into two regions: a common continuation region and a transition region. Non-linear partial differential equation (PDE) systems are derived under the Black-Scholes framework for each region. The Laplace transform method is used to solve the PDE systems. Equations for determining the optimal exercise prices are obtained analytically and solved numerically in the Laplace space. A numerical inversion technique is then used to obtain the free boundaries and the option prices in the original time space. The results of various examples show that our t...
This paper presents a comparative effectiveness of stochastic approximation method and pseudo invers...
We consider the valuation of both European-style and American-style barrier options in a Markovian, ...
In this paper, two exact and analytic solutions for the valuation of European-style Parisian and Par...
AbstractIn this study, we derive a new exact solution for pricing European options in a two-state re...
© World Scientific Publishing CompanyA Black-Scholes market is considered in which the underlying ec...
In this paper, we consider the pricing of European options under a regime-switching Heston-Cox-Inger...
Regime-switching models have been heavily studied recently, as they have some clear advantages of ov...
Laplace transform method (LTM) has a lot of applications in the evaluation of European-style options...
2020 Elsevier B.V. In this paper, we investigate the European option pricing problem under a regime ...
We extend the viscosity solution characterization proved in [5] for call/put American option prices ...
Our concern in this paper is to solve the pricing problem for American options in a Markov-modulated...
A strangle has been important strategy for options when the trader believes there will be a large mo...
University of Technology Sydney. Faculty of Business.The American option pricing problem lies on the...
[EN] This project explores an application of physics to the study of financial systems. Particularly...
The European option can be exercised only at the expiration date while an American option can be exe...
This paper presents a comparative effectiveness of stochastic approximation method and pseudo invers...
We consider the valuation of both European-style and American-style barrier options in a Markovian, ...
In this paper, two exact and analytic solutions for the valuation of European-style Parisian and Par...
AbstractIn this study, we derive a new exact solution for pricing European options in a two-state re...
© World Scientific Publishing CompanyA Black-Scholes market is considered in which the underlying ec...
In this paper, we consider the pricing of European options under a regime-switching Heston-Cox-Inger...
Regime-switching models have been heavily studied recently, as they have some clear advantages of ov...
Laplace transform method (LTM) has a lot of applications in the evaluation of European-style options...
2020 Elsevier B.V. In this paper, we investigate the European option pricing problem under a regime ...
We extend the viscosity solution characterization proved in [5] for call/put American option prices ...
Our concern in this paper is to solve the pricing problem for American options in a Markov-modulated...
A strangle has been important strategy for options when the trader believes there will be a large mo...
University of Technology Sydney. Faculty of Business.The American option pricing problem lies on the...
[EN] This project explores an application of physics to the study of financial systems. Particularly...
The European option can be exercised only at the expiration date while an American option can be exe...
This paper presents a comparative effectiveness of stochastic approximation method and pseudo invers...
We consider the valuation of both European-style and American-style barrier options in a Markovian, ...
In this paper, two exact and analytic solutions for the valuation of European-style Parisian and Par...