Results 261 to 270 of about 1,937,997 (308)

Option Pricing on the GPU

2010 IEEE 12th International Conference on High Performance Computing and Communications (HPCC), 2010
In recent years, Graphics Processing Units (GPUs) have been opened to general purpose programming. As a result, researchers and developers have access to the massively parallel GPU architecture for applications beyond that of graphics rendering and gaming.
Steven Solomon   +2 more
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Models for Option Prices

Theory of Probability & Its Applications, 1995
We describe various models, which can be approximated by binomial models of a market of securities [\textit{J. C. Cox}, \textit{S. A. Ross} and \textit{M. Rubinstein}, J. Financ. Econ. 7, No. 3, 229--263 (1979; Zbl 1131.91333)] and introduce the corresponding approximation formulas for the value of options.
Rachev, S. T., Rüschendorf, L.
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Options and Options Pricing

1996
Abstract The first section of this chapter discusses the basic features of option contracts, with special reference to stock options, including the way in which the contractual elements of an option (such as the maturity or exercise price) have been standardized to facilitate trading.
Hendrik S. Houthakker   +1 more
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Robust option pricing

European Journal of Operational Research, 2014
zbMATH Open Web Interface contents unavailable due to conflicting licenses.
Chaithanya Bandi, Dimitris Bertsimas
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Multifactor option pricing: pricing bounds and option relations

International Journal of Applied Decision Sciences, 2010
Multifactor models are popular in industry and research but suffer from unstable weightings (similar to the problem encountered in multiple regressions). Consequently this poses an option pricing problem as prices can change significantly depending on these unstable weightings.
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Pricing average options on commodities [PDF]

open access: possibleJournal of Futures Markets, 2010
This paper proposes a new approximation formula for average options on commodities under stochastic volatility environment. In particular, it derives a formula under two stochastic volatility models such as Heston and λ-SABR models including the SABR model as a special case by using an asymptotic expansion method.To our knowledge, this paper is the ...
Kenichiro Shiraya, Akihiko Takahashi
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On Option Pricing Bounds

The Journal of Finance, 1985
ABSTRACTThe purpose of this article is to compare the Perrakis and Ryan bounds of option prices in a single‐period model with option bounds derived using linear programming. It is shown that the upper bounds are identical but that the lower bounds are different. A comparison of these bounds, together with Merton's bounds and the Black‐Scholes prices in
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