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A multi-phase, flexible, and accurate lattice for pricing complex derivatives with multiple market variables
Chuan Ju Wang
*
,
Tian-Shyr Dai
, Yuh Dauh Lyuu
*
此作品的通信作者
資訊管理與財務金融學系
研究成果
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Conference contribution
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1
引文 斯高帕斯(Scopus)
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Keyphrases
Multiple Markets
100%
Market Variables
100%
Complex Derivatives
100%
Numerical Results
33%
Rapid Growth
33%
Numerical Methods
33%
Nonlinearity
33%
Pricing Method
33%
Analytical Formula
33%
Nonlinear Error
33%
Financial Markets
33%
Guaranteed Minimum Withdrawal Benefits
33%
Vulnerable Option
33%
Value Function
33%
Most Complex
33%
Pricing Derivatives
33%
Financial Contracts
33%
Insurance Contract
33%
Multiphase Process
33%
Financial Goals
33%
Defaultable Bond
33%
Orthogonalization
33%
Correlated Processes
33%
Multivariate Derivatives
33%
Economics, Econometrics and Finance
Pricing
100%
Nonlinearity
100%
Financial Market
50%
Derivative Pricing
50%
Numerical Methods
50%
Price
50%
Mathematics
Lattices
100%
Nonlinearity
28%
Wide Range
14%
Analytical Formula
14%
Function Value
14%
Rapid Growth
14%
Correlated Process
14%
Phase Method
14%
Mathematical Method
14%