Stereographic Projection Of Sphere
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Stereographic Projection Of Sphere
Stereographic projection maps the sphere (minus the north pole) to the plane. A projection that preserves angles is called a conformal projection. For example the first coordinate is x + Ξ» x = ( 1 + a + z a β z) x = 2 a a β z x.
The projection is defined as shown in fig. That is, it preserves neit⦠⒠the stereographic projection is the projection of the sphere.
The stereographic projection is constructed as follows:
Stereographic projections have a very simple algebraic form that results immediately from. Modified 7 years, 4 months ago. A projection that preserves angles is called a conformal projection. The projection is defined on the entire sphere, except at one point:
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