How to find the biggest possible polygon of a group of points? E.g. the following points are given: 0 | 3
Consider a sphere with center in coordinates\' origin, and an inscribed icosahedron, oriented such that the two most distant vertices lay on Z coordinate axis, and one of the edges emerging from any o
I would like to create triangles a predefined polygon. My requirement is that I don\'t want to create random points inside of this polygon for processing it with a Delaunay Triangulation algorithm.
I tried to summarize the this as best as possible in the title. I am writing an initial value problem solver in the most general way possible. I start with an arbitrary number of initial values at arb
In quickhull algo, there\'s need to build a cone upon set of edges. An edge is thought as subsimplex with one vertex removed.
Greetings, We have a set of points which represent an intersection of a 3d body and a horizontal plane. We would like to detect the 2D shapes that represent the cross sections of the body. There can
I have a 2.5d viewport wherein I am trying to express a visualization of the depth of a box with 45 degree 2D lines inwards as if it had no front and you were staring inside from a central point, like
Greetings, We have a horn-shaped 3d body, which is represented as a list of vertices and faces. Each face is a triangle represented by 3 vertices. The body is positioned along the Z-axis (height). We
Supposed that I have many polygons, what is 开发者_JAVA技巧the best algorithm to construct a polygon--maybe with holes- out of the union of all those polygons?
An O(n) algorithm to detect if a line intersects a convex polygon consists in checking if any edge of the polygon开发者_运维问答 intersects the line, and look if the number of intersections is odd or
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