| Registro completo |
| Provedor de dados: |
AgEcon
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| País: |
United States
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| Título: |
INCREASING THE ACCURACY OF OPTION PRICING BY USING IMPLIED PARAMETERS RELATED TO HIGHER MOMENTS
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| Autores: |
Ji, Dasheng
Brorsen, B. Wade
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| Data: |
2000-05-22
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| Ano: |
2000
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| Palavras-chave: |
Option pricing
Volatility smile
Edgeworth series
Gaussian Quadrature
Relaxed binomial and trinomial tree models
Marketing
Risk and Uncertainty
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| Resumo: |
The inaccuracy of the Black-Scholes formula arises from two aspects: the formula is for European options while most real option contracts are American; the formula is based on the assumption that underlying asset prices follow a lognormal distribution while in the real world asset prices cannot be described well by a lognormal distribution. We develop an American option pricing model that allows non-normality. The theoretical basis of the model is Gaussian quadrature and dynamic programming. The usual binomial and trinomial models are special cases. We use the Jarrow-Rudd formula and the relaxed binomial and trinomial tree models to imply the parameters related to the higher moments. The results demonstrate that using implied parameters related to the higher moments is more accurate than the restricted binomial and trinomial models that are commonly used.
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| Tipo: |
Conference Paper or Presentation
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| Idioma: |
Inglês
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| Identificador: |
2042
http://purl.umn.edu/18945
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| Editor: |
AgEcon Search
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| Relação: |
NCR-134 Conference on Applied Commodity Price Analysis, Forecasting, and Market Risk Management>2000 Conference, Chicago, IL, April 17-18 2000
2000 Conference, Chicago, IL, April 17-18 2000
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| Formato: |
18
application/pdf
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