Delaunay Triangles and Voronoi polygons in Voronoi Football / Soccer:
Delaunay triangles are the result of a triangulation such that no point in each valid triangle is inside the circumcircle of any other triangle.
In the app, each player is the vertex of a triangle
Connecting the centers of the circumcircles produces the Voronoi diagram:
The dual graph for a Voronoi diagram (in the case of a Euclidean space with point sites) corresponds to the Delaunay triangulation for the same set of points.
In this app, the Voronoi polygons are the basis of the automatic operation of the game.
The position of the players can be modified, dragging them to a new situation unless they have some task entrusted to them by the team. (mainly the player who is in possession of the ball in an attacking situation, or the goalkeeper in a defending situation)
A sample of the development of the game:
Geometry of each moment is what drives this game:
The players decide the best pass from the analysis of the edges of the Delaunay triangles.
And when they advance with the ball, they usually send it to the more advanced point of their Voronoi region.
Privacy Policy: Voronoi Soccer:
https://nummolt.blogspot.com/2022/05/privacy-policy-voronoi-soccer.html
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