Hyperbolic
barycenter
In the
Euclidean Geometry we define the barycenter as the point where the
medians intersect. The medians are the lines that joint one of the
vertices with the midpoint of the opposite side.
As in the Euclidean Geometry, in the Hyperbolic Geometry is defined in
every triangle.
To construct the barycenter we only have to plot any hyperbolic
triangle, the midpoint of each side and then plot the medians.
Finally, we have just to considerer the intersection with two medians.
List of tools
Hyperbolic
geometry
