Log-Uniform Jump-Diffusion Model

European call option price and implied volatility for a Log-Uniform Jump-Diffusion model.

You are now following this Submission

JDprice.m : Compute European call option price using a Log-Uniform Jump-Diffusion model.
Algorithm used: Monte Carlo with antithetic and control variates techniques.

JDimpv : Compute the implied volatilities from the market values of European calls using a Log-Uniform Jump-Diffusion model. (the input "value" may be a matrix)

BS.m: Compute European call option price using the Black-Scholes model (used in JDprice)

Acknowledgements:

Thanks to Zongwu Zhu and Floyd B. Hanson for their paper
"A Monte-Carlo Option-Pricing Algorithm for Log-Uniform".

Cite As

Rodolphe Sitter (2026). Log-Uniform Jump-Diffusion Model (https://se.mathworks.com/matlabcentral/fileexchange/23197-log-uniform-jump-diffusion-model), MATLAB Central File Exchange. Retrieved .

Acknowledgements

Inspired by: Kernel Smoothing Regression

Categories

Find more on Automotive in Help Center and MATLAB Answers

General Information

MATLAB Release Compatibility

  • Compatible with any release

Platform Compatibility

  • Windows
  • macOS
  • Linux
Version Published Release Notes Action
1.6.0.0

bug fixed

1.5.0.0

fixed the bug

1.4.0.0

-

1.1.0.0

-

1.0.0.0