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Diffusion Equations: Convergence of the Functional Scheme Derived from the Binomial Tree with Local Volatility for Non Smooth Payoff Functions - MaRDI portal

Diffusion Equations: Convergence of the Functional Scheme Derived from the Binomial Tree with Local Volatility for Non Smooth Payoff Functions (Q5742507)

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scientific article; zbMATH DE number 7054595
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Diffusion Equations: Convergence of the Functional Scheme Derived from the Binomial Tree with Local Volatility for Non Smooth Payoff Functions
scientific article; zbMATH DE number 7054595

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    Diffusion Equations: Convergence of the Functional Scheme Derived from the Binomial Tree with Local Volatility for Non Smooth Payoff Functions (English)
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    15 May 2019
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    binomial tree model
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    European option pricing
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    diffusion partial differential equations
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    finite difference scheme
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    finite element scheme
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