A relation between the right triangle and circular tori with constant mean curvature in the unit 3-sphereAbstracts
In this note we will show that the inverse image under the stereographic projection of a circular torus of revolution in the 3-dimensional euclidean space has constant mean curvature in the unit 3-sphere if and only if their radii are the catet and the hypotenuse of an appropriate right triangle.
Flat torus; constant mean curvature; circular tori; stereographic projection
