Drawing a biggest possible circle inside a polygon – JSXGRAPH
I manage to create a circle inside triangle with this code, but circle inside other polygons are not maximum size:
Drawing a biggest possible circle inside a polygon – JSXGRAPH
I manage to create a circle inside triangle with this code, but circle inside other polygons are not maximum size:
Drawing a biggest possible circle inside a polygon – JSXGRAPH
I manage to create a circle inside triangle with this code, but circle inside other polygons are not maximum size:
YOU CAN DERIVE THE FOLLOWING BY TRYING TO GET MAX AND MIN AND CRITICAL POINTS
The following function 5x³+x-2 I need critical points, relative maximum and minimum, absolute maximum and minimum, increasing and decreasing, inflection points and where it is concave and where it is convex xfa is for tomorrow
Intersection of geometric entities
I was trying to design a small C++ geometric API for learning purposes, but came across a problem when dealing with intersections of geometric entities. For example, the intersection of a line and a sphere can have three different types: a couple of points, a point or nothing at all. I found several ways to deal with this problem, but I don’t know which of them seems to be the best:
How to represent a geometric line programmatically?
I have been trying to design a library to do some simple geometric computations in an Euclidean space regardless of its dimension. While it is easy to represent points, vectors, hyperspheres and hyperplanes in a generic fashion, I am still unable to find a generic way to represent a (infinite) line, even though lines share properties across dimensions.
How to represent a geometric line programmatically?
I have been trying to design a library to do some simple geometric computations in an Euclidean space regardless of its dimension. While it is easy to represent points, vectors, hyperspheres and hyperplanes in a generic fashion, I am still unable to find a generic way to represent a (infinite) line, even though lines share properties across dimensions.
How to represent a geometric line programmatically?
I have been trying to design a library to do some simple geometric computations in an Euclidean space regardless of its dimension. While it is easy to represent points, vectors, hyperspheres and hyperplanes in a generic fashion, I am still unable to find a generic way to represent a (infinite) line, even though lines share properties across dimensions.
How to represent a geometric line programmatically?
I have been trying to design a library to do some simple geometric computations in an Euclidean space regardless of its dimension. While it is easy to represent points, vectors, hyperspheres and hyperplanes in a generic fashion, I am still unable to find a generic way to represent a (infinite) line, even though lines share properties across dimensions.
How to represent a geometric line programmatically?
I have been trying to design a library to do some simple geometric computations in an Euclidean space regardless of its dimension. While it is easy to represent points, vectors, hyperspheres and hyperplanes in a generic fashion, I am still unable to find a generic way to represent a (infinite) line, even though lines share properties across dimensions.