Papers
2
Total Citations
4
H-Index
1
About
Marcus Schref is a rising researcher in the field of complex systems, with a primary focus on swarmalator systems—models that combine synchronization and swarming behavior. His work explores how self-organized entities, such as robots or biological agents, form intricate spatial patterns through coupled phase and spatial dynamics. In his most-cited paper, "Multicircular static patterns in swarmalator systems: Radii and stability" (2025, 3 citations), Schref provides a rigorous analysis of concentric ring formations, deriving key stability criteria and radius calculations that advance the theoretical understanding of collective motion. His follow-up work, "Swarmalators with Discrete-Time Coupling: Which Step Size to Choose?" (2025, 1 citation), tackles a critical practical challenge: implementing swarmalator algorithms on mobile robots. By investigating numerical integration step sizes, he bridges theory and application, offering guidance for real-world robotic swarms. Though early in his career, Schref’s contributions are already shaping how researchers design and control decentralized multi-agent systems. His work is essential reading for students and engineers working at the intersection of nonlinear dynamics, robotics, and collective intelligence.
Research Focus
Key Achievements
Top Papers
- 1
- 2Swarmalators with Discrete-Time Coupling: Which Step Size to Choose?1 citations · 2025