Takahide Gotou
Papers
1
Total Citations
8
H-Index
1
About
Takahide Gotou is a mathematician whose work bridges geometry, game theory, and spatial modeling. His primary research focuses on equilibrium configurations in territorial models, particularly those governed by Voronoi tessellations—a geometric structure that partitions a planar region into polygons, each associated with a single agent. In his most-cited paper, "Equilibrium Configurations for a Territorial Model" (2009, 8 citations), Gotou demonstrates that stable equilibria in such models correspond to centroidal Voronoi tessellations, where each agent occupies the centroid of its own polygon. This insight provides a rigorous mathematical foundation for understanding how agents—whether animals, robots, or economic entities—optimally partition space under competitive pressures. Though his citation count is modest, Gotou’s work is notable for its clarity and conceptual elegance, offering a tractable framework that has influenced subsequent studies in spatial ecology, multi-agent systems, and computational geometry. His contributions exemplify how pure mathematical reasoning can illuminate complex behavioral dynamics, making his research a valuable reference for students and scholars exploring the intersection of geometry and strategic interaction.
Research Focus
Key Achievements
Top Papers
- 1Equilibrium Configurations for a Territorial Model8 citations · 2009