Competitive Advantages
- Replaces global interactions with local information exchanges to improve scalability and security of multiagent systems.
- Significantly reduces agent-to-agent information exchange by removing norms and introducing an adaptive term.
- Helps prevent network overload and excessive energy use by agents via event-triggered rules.
Summary
Our inventors have created a novel rule for the distributed control of multiagent systems to reduce agent-to-agent information exchange. This improved method uses an adaptive event-triggering rule to replace continuous information exchanges with individual solution-predictor curves, allowing agents to approximate their own solution trajectories. Agent-to-agent information exchange is pared down further by the removal of standard norms; this helps filter events and prioritizes necessary information exchanges. Exchanging the standard sampled data exchange method for these solution-predictor curves will improve communication scalability, increase information security, and accommodate larger numbers of agents within an individual system. Applications of this technology include emergency/disaster response, military reconnaissance, task assignment, and traffic management.
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An example multiagent system consisting of four agents, where agent-to-agent information exchange is predicated on event-triggering scenarios. (Here, the first agent stands for the leader agent and other agents stand for the follower agents.)
Desired Partnerships
- License
- Sponsored Research
- Co-Development