Abstract. We derive equilibrium restrictions on the range of the transaction prices of American options on the stock market index and index futures. Trading over the lifetime of the options is accounted for, in contrast to earlier single-period results. The bounds on the reservation purchase price of American puts and the reservation write price of American calls are tight. We allow the market to be incomplete and imperfect due to the presence of proportional transaction costs in trading the underlying security and due to bid-ask spreads in option prices. The bounds may be derived for any given probability distribution of the return of the underlying security and admit price jumps and stochastic volatility. We assume that at least some of t...
In this thesis we study three pricing problems related to American type financial contracts: firstly...
In the present paper we analyse the American option valuation problem in a stochastic volatility mod...
We consider the problem of valuing European options in a complete market but with incomplete data. T...
Abstract. We derive equilibrium restrictions on the range of the transaction prices of American opti...
This thesis examines the pricing of options under several models with market incompleteness. The the...
American options on the S&P 500 index futures that violate the stochastic dominance bounds of Consta...
This paper generalizes and tightens the analytical upper bounds of Chen and Yeh (2002) for American ...
In this paper we examine the problem of finding investors’ reservation option prices and correspondi...
In this paper we first derive optimal Nth order stochastic dominance option bounds from concurrently...
This paper provides a fuller characterization of the analytical upper bounds for American options th...
The problem of pricing an American option written on an underlying asset with constant price volatil...
We document widespread violations of stochastic dominance by one-month S&P 500 index call options ma...
The seminal paper of Black and Scholes (1973) led to the explosive growth of option pricing and hedg...
The value of an American option depends on the information that the holder will acquire over the opt...
In contrast to the constant exercise boundary assumed by Broadie and Detemple (1996) [Broadie, M., D...
In this thesis we study three pricing problems related to American type financial contracts: firstly...
In the present paper we analyse the American option valuation problem in a stochastic volatility mod...
We consider the problem of valuing European options in a complete market but with incomplete data. T...
Abstract. We derive equilibrium restrictions on the range of the transaction prices of American opti...
This thesis examines the pricing of options under several models with market incompleteness. The the...
American options on the S&P 500 index futures that violate the stochastic dominance bounds of Consta...
This paper generalizes and tightens the analytical upper bounds of Chen and Yeh (2002) for American ...
In this paper we examine the problem of finding investors’ reservation option prices and correspondi...
In this paper we first derive optimal Nth order stochastic dominance option bounds from concurrently...
This paper provides a fuller characterization of the analytical upper bounds for American options th...
The problem of pricing an American option written on an underlying asset with constant price volatil...
We document widespread violations of stochastic dominance by one-month S&P 500 index call options ma...
The seminal paper of Black and Scholes (1973) led to the explosive growth of option pricing and hedg...
The value of an American option depends on the information that the holder will acquire over the opt...
In contrast to the constant exercise boundary assumed by Broadie and Detemple (1996) [Broadie, M., D...
In this thesis we study three pricing problems related to American type financial contracts: firstly...
In the present paper we analyse the American option valuation problem in a stochastic volatility mod...
We consider the problem of valuing European options in a complete market but with incomplete data. T...