In this paper, under the assumption that the exchange rate follows the extended Vasicek model, the pricing of the reset option in FBM model is investigated. Some interesting themes such as closed-form formulas for the reset option with a single reset date and the phenomena of delta of the reset jumps existing in the reset option during the reset date are discussed. The closed-form formulae of pricing for two kinds of power options are derived in the end
Using the solution of one-sided exit problem, a procedure to price Parisian barrier options in a jum...
Abstract. We investigate the pricing of swing options in a model where the logarithm of the spot pri...
Jump-diffusions are a class of models that is used to model the price dynamics of assets whose value...
In this paper, we introduce a unifying approach to option pricing under continuous-time stochastic v...
Abstract. Assume that the underlying asset price follows the fractional jump-diffusion process, the ...
Title: Black-Scholes Models of Option Pricing Author: Martin Cekal Department: Department of Probabi...
In this paper, we propose a fractional stochastic volatility jump-diffusion model which extends the ...
This research aims to investigate a model for pricing of currency options in which value governed by...
We extend the stochastic volatility model in Moretto et al. [MPT05] to a stochastic volatility jump-...
This work deals with European option pricing problem in fractional Brownian markets. Two factors, st...
This paper proposes a pricing method of currency options with a market model of interest rates. Usin...
In this study, we investigate the pricing of interest rate options in three arbitrage-free models wi...
In this thesis we discuss basket option valuation for jump-diffusion models. We suggest three new ap...
A new framework for pricing the European currency option is developed in the case where the spot exc...
A self-exciting threshold jump-diffusion model for option valuation is studied. This model can incor...
Using the solution of one-sided exit problem, a procedure to price Parisian barrier options in a jum...
Abstract. We investigate the pricing of swing options in a model where the logarithm of the spot pri...
Jump-diffusions are a class of models that is used to model the price dynamics of assets whose value...
In this paper, we introduce a unifying approach to option pricing under continuous-time stochastic v...
Abstract. Assume that the underlying asset price follows the fractional jump-diffusion process, the ...
Title: Black-Scholes Models of Option Pricing Author: Martin Cekal Department: Department of Probabi...
In this paper, we propose a fractional stochastic volatility jump-diffusion model which extends the ...
This research aims to investigate a model for pricing of currency options in which value governed by...
We extend the stochastic volatility model in Moretto et al. [MPT05] to a stochastic volatility jump-...
This work deals with European option pricing problem in fractional Brownian markets. Two factors, st...
This paper proposes a pricing method of currency options with a market model of interest rates. Usin...
In this study, we investigate the pricing of interest rate options in three arbitrage-free models wi...
In this thesis we discuss basket option valuation for jump-diffusion models. We suggest three new ap...
A new framework for pricing the European currency option is developed in the case where the spot exc...
A self-exciting threshold jump-diffusion model for option valuation is studied. This model can incor...
Using the solution of one-sided exit problem, a procedure to price Parisian barrier options in a jum...
Abstract. We investigate the pricing of swing options in a model where the logarithm of the spot pri...
Jump-diffusions are a class of models that is used to model the price dynamics of assets whose value...