The content discusses how the Persistence Excitation condition guarantees consensus in first-order cooperative systems. It explores the dynamics of multi-agent systems aiming for agreement among agents. The article delves into models, proofs, simulations, and future research directions related to achieving consensus under specific conditions.
The study focuses on cooperative systems' convergence to consensus based on interaction functions between agents. It highlights the importance of persistent excitation and its application in multi-agent systems. The analysis includes mathematical proofs and simulations to support the theoretical claims made in the article.
Key points covered include defining the Persistence Excitation condition, proving its sufficiency for achieving consensus, and exploring different models for opinion formation. The content also addresses challenges related to dynamic changes in network topology affecting consensus attainment.
Overall, the article provides insights into how specific conditions like Persistence Excitation play a crucial role in ensuring agreement among agents in multi-agent systems.
На другой язык
из исходного контента
arxiv.org
Дополнительные вопросы