We generated polygons representing RMUs for all species of marine turtles, or geographically explicit population segments based on geographic boundaries to distributions derived from studies on genetics, tag returns, satellite telemetry, and other data (Figs. 1, 2, 3, 4, 5, 6, 7, panel D; Table S1; Appendix S2).
These cells are used to generate polygons that are further triangulated to obtain accurate surface representation.
A major point of criticism was the Saturn's use of 2D sprites to generate polygons and simulate 3D space.
Before running the spatially constrained clustering algorithm AMOEBA, we generated Voronoi polygons for restaurants, fast foods and bars respectively.
To abridge this gap, we generated Voronoi diagrams (polygons) for venues (points).
To allow clear distinctions between RMUs and complete global distributions, we also generated global distribution polygons for all species (Figs. 1, 2, 3, 4, 5, 6, 7, panel A; Appendix S2).
If we approximate the ND surface in contact with the membrane as an irregular polygon, the change in its surface area due to rounding can be obtained numerically (see SI). Specifically, for a given number of vertices, we randomly generated 100,000 polygons and computed their surface areas as the rounding radius Rr increased.
(a) Randomly generated irregular polygons with rounded corners.
The Voronoi polygon algorithm generates a tessellation of polygons that "carves" the liver parenchyma into low-intensity nodules, thereby objectively modeling the reticular texture seen subjectively in progressive fibrosis.
Polygons were generated for plantations, wasteland, ponds, and settlements; lines were digitised for rivers, canals, railway lines, and roads.
