Linked from

The 9 pages that link to Stereographic projection, each with the reason it gives.

• AstrolabeRelated: Astrolabes use this projection to flatten the celestial sphere onto a plate.

• Structural geologyRelated: It helps analyze populations of planar and linear structural measurements.

• Riemann sphereRelated: It identifies each finite complex number with a point on the sphere.

• Euler's polyhedron formulaRelated: It can flatten a polyhedral surface into a planar drawing without changing its connectivity.

• Unit sphereRelated: It translates most points of the unit sphere into planar coordinates.

• 3-sphereRelated: It gives a coordinate chart covering the 3-sphere except for one point.

• Azimuthal equidistant projectionCompared with: It preserves local angles, whereas this projection preserves radial distances.

• Pavel AlexandrovRelated: It illustrates how adjoining one point can turn Euclidean space into a sphere.

• Al-ʻIjliyyahRelated: It makes the rotating celestial map of a planispheric astrolabe possible.