This paper examines empirically the value of early exercise by testing the ability of two American put valuation models to predict the early exercise premium for the S&P 100 American put options. An accuracy test and a quality test are performed on (1) the MacMillan (1986) & Barone-Adesi and Whaley (1987) model, and (2) the Carr, Jarrow and Myneni(1992) model. The test results show that early exercise premium is significant regardless of moneyness. Moreover, consistent with the theory, the value of early exercise is significantly negatively related to moneyness and interest rates and significantly positively related to time to maturity and to the volatility of the underlying index. Both American put valuation models examined do not fully ca...
Unlike European-type derivative securities, there are no simple analytic valuation formulas for Amer...
The optimal-exercise policy of an American option dictates when the option should be exercised. In t...
We analyze American put options in a hyper-exponential jump-diffusion model. Our contribution is thr...
This paper examines empirically the value of early exercise by testing the ability of two American p...
Previous studies on American options have shown that European style models do not reflect early exer...
Put-call parity is used to study the early exercise premium for currency options traded on the Phila...
Put-call parity is used to study the early exercise premium for currency options traded on the Phila...
I address the dichotomy between American put option pricing theory and the numerical algorithms desi...
In this paper we introduce a new methodology to price American put options under stochastic interest...
This paper proposes a closed-form solution for pricing an American put option on a non-dividend payi...
Perhaps the biggest challenge for Monte Carlo methods is the accurate and efficient pricing of optio...
Based on option put-call parity relation, we derive model-free boundary conditions of option time va...
Roll [ l l] demonstrates that the probability of early exercise of equity call options is low for s...
peer reviewedUsing a fast numerical technique, we investigate a large database of investors' subopti...
We investigate the information content of the call (put) Early Exercise Premium, or EEP, defined as ...
Unlike European-type derivative securities, there are no simple analytic valuation formulas for Amer...
The optimal-exercise policy of an American option dictates when the option should be exercised. In t...
We analyze American put options in a hyper-exponential jump-diffusion model. Our contribution is thr...
This paper examines empirically the value of early exercise by testing the ability of two American p...
Previous studies on American options have shown that European style models do not reflect early exer...
Put-call parity is used to study the early exercise premium for currency options traded on the Phila...
Put-call parity is used to study the early exercise premium for currency options traded on the Phila...
I address the dichotomy between American put option pricing theory and the numerical algorithms desi...
In this paper we introduce a new methodology to price American put options under stochastic interest...
This paper proposes a closed-form solution for pricing an American put option on a non-dividend payi...
Perhaps the biggest challenge for Monte Carlo methods is the accurate and efficient pricing of optio...
Based on option put-call parity relation, we derive model-free boundary conditions of option time va...
Roll [ l l] demonstrates that the probability of early exercise of equity call options is low for s...
peer reviewedUsing a fast numerical technique, we investigate a large database of investors' subopti...
We investigate the information content of the call (put) Early Exercise Premium, or EEP, defined as ...
Unlike European-type derivative securities, there are no simple analytic valuation formulas for Amer...
The optimal-exercise policy of an American option dictates when the option should be exercised. In t...
We analyze American put options in a hyper-exponential jump-diffusion model. Our contribution is thr...