Let $${\displaystyle A_{0},\ldots ,A_{n}}$$ be n + 1 points in a Euclidean space, a flat or an affine space $${\displaystyle \mathbf {A} }$$ of dimension n that are affinely independent; … See more

Barycentric coordinates are strongly related to Cartesian coordinates and, more generally, affine coordinates. For a space of dimension … See more

In the context of a triangle, barycentric coordinates are also known as area coordinates or areal coordinates, because the coordinates of … See more

• Ternary plot
• Convex combination
• Water pouring puzzle See more

Homogeneous barycentric coordinates are also strongly related with some projective coordinates. However this relationship is more subtle than in the case of affine coordinates, and, … See more

Barycentric coordinates $${\displaystyle (\lambda _{1},\lambda _{2},...,\lambda _{k})}$$ of a point $${\displaystyle p\in \mathbb {R} ^{n}}$$ that are defined with respect to a finite … See more

• Law of the lever
• The uses of homogeneous barycentric coordinates in plane euclidean geometry
• Barycentric Coordinates – a collection of scientific papers … See more