Basket Options Pricing with Exponential Multivariate General Compound Hawkes

The authors consider basket options pricing for stocks modeled by exponential multivariate general compound Hawkes processes (EMGCHP). The functional central limit theorem (FCLT) is used to approximate EMGCHP by exponential multivariate diffusion process, namely, multivariate geometric Brownian motion. Numerical example is based on simulated data.

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Publication Details

Journal
Wilmott
Published
2025-02-20
DOI
https://doi.org/10.54946/wilm.12126
Primary Topic
Point processes and geometric inequalities
Type
article
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article

Basket Options Pricing with Exponential Multivariate General Compound Hawkes

Anatoly Swishchuk
Wilmott
Point processes and geometric inequalities
article

Basket Options Pricing with Exponential Multivariate General Compound Hawkes

Anatoly Swishchuk
article en

Abstract

The authors consider basket options pricing for stocks modeled by exponential multivariate general compound Hawkes processes (EMGCHP). The functional central limit theorem (FCLT) is used to approximate EMGCHP by exponential multivariate diffusion process, namely, multivariate geometric Brownian motion. Numerical example is based on simulated data.

WilmottVol. 2025(136)
Openalex Percentile: Top 95%
Point processes and geometric inequalities
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Basket Options Pricing with Exponential Multivariate General Compound Hawkes — Anatoly Swishchuk · Wilmott (2025) | TGRS Research Map | TGRS