Design and Analysis of Intellectual Property Protection Strategies Based on Differential Equations

TL;DR

This paper develops a differential equation-based model to analyze and optimize intellectual property protection strategies, demonstrating their effectiveness in reducing infringement and fostering innovation through mathematical analysis and simulations.

Contribution

It introduces a novel mathematical framework for IP protection strategy design using differential equations, providing insights into dynamic effects and policy optimization.

Findings

Effective IP protection reduces infringement activities.

Well-designed strategies promote technological innovation.

Model validation through numerical simulations confirms its practical utility.

Abstract

This paper constructs a novel intellectual property (IP) protection strategy using differential equation theory, aiming to analyze and optimize the effectiveness of IP protection. By developing a mathematical model, it explores the dynamic impact of IP protection intensity on both innovative enterprises and infringement activities. The study finds that a well-designed IP protection strategy can effectively reduce infringement while promoting technological innovation. The paper also discusses the effects of strategies under varying parameter conditions and verifies the model's rationality and effectiveness through numerical simulation. The findings provide theoretical support and references for formulating IP protection policies.