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SIRS Model for Generative AI Data Contamination: MATLAB Implementation and Numerical Analysis

A MATLAB project that uses the SIRS (Susceptible-Infected-Recovered-Susceptible) epidemiological model framework to study generative AI data contamination. It provides complete code implementation and numerical datasets, offering a mathematical modeling perspective to understand the impact of AI-generated content on the data ecosystem.

生成式AI数据污染SIRS模型流行病学模型MATLAB模型崩溃AI检测数据质量机器学习AI治理
Published 2026-08-11 19:48Recent activity 2026-08-11 20:08Estimated read 5 min
SIRS Model for Generative AI Data Contamination: MATLAB Implementation and Numerical Analysis
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Section 01

[Main Floor] Introduction to SIRS Model Research on Generative AI Data Contamination

This project uses the SIRS model from epidemiology as a framework to innovatively study the phenomenon of generative AI data contamination, providing complete MATLAB code implementation and numerical datasets. The core goal is to understand the impact of AI-generated content on the data ecosystem through a mathematical modeling perspective, and to provide a scientific basis for AI governance. The project source is GitHub (author: kavindisubawickrama-blip, release date: August 11, 2026).

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Section 02

[Background] The Problem and Severity of Generative AI Data Contamination

The rapid development of generative AI brings data contamination challenges: AI-generated content entering training sets leads to training data degradation, model collapse, amplified biases, and content homogenization. Studies show that by 2026, more than half of internet content may be AI-generated; if used to train the next generation of models, it will form a vicious cycle of "generation → contamination → performance decline".

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Section 03

[Methodology] SIRS Model Framework and Mathematical Modeling

Map the epidemiological SIRS model to the AI data contamination scenario: S (high-quality human data), I (contaminated data), R (filtered/marked data), and allow R→S transition. The mathematical model is a system of differential equations: dS/dt = -βSI + δR dI/dt = βSI - γI dR/dt = γI - δR Parameter meanings: β (infection rate, AI content penetration speed), γ (recovery rate, detection and filtering efficiency), δ (immunity loss rate, limitations of filtering mechanisms).

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Section 04

[Implementation] MATLAB Code and Numerical Analysis Results

The project provides MATLAB code, including ODE solvers (supporting parameter scanning and initial condition changes), visualization tools (time series plots, phase diagrams, sensitivity analysis), and precomputed datasets. Typical simulation results include: stable equilibrium points (coexistence of three types of data), periodic oscillations (game between generation and detection), and critical points (contamination outbreak or purification success).

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Section 05

[Conclusions and Recommendations] Model Insights and AI Governance Directions

Key findings: Increasing the detection rate γ is the core of controlling contamination; data contamination has a threshold effect, requiring early intervention; filtering mechanisms need to balance precision and recall (to avoid deleting high-quality data by mistake). Policy recommendations: Establish AI content traceability mechanisms, continuously invest in detection technologies, protect the diversity of human-created data, and restrict recursive training of AI-generated content.

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Section 06

[Limitations and Extensions] Model Shortcomings and Future Research Directions

Model limitations: Uniform mixing assumption, simplification of data binary classification, ignoring technological progress, static parameters. Extension directions: Multi-category models (distinguishing content types/quality), spatial models (cross-platform/regional spread), game theory perspective (multi-party strategy interaction), combining machine learning theory (analyzing the impact on generalization ability).