carrying patterns on a surface (Monge's like) to the 2-sphere
Filed under math
Tagged as differential geometry, maps
Is this for every surface sigma, even if it isn´t an sphere?
it only works when we are projecting on the sphere and the surface is described Monge’s like, cuz the stereo-graphic projection is too particular…
Perhaps the next case is to carry patterns among two surfaces described Monge’s like each…
the stereographic-projection is
which carries points in to the 2-sphere.
Points in the surface are of the form for a differentiable function .
Then to carry the point to just apply to the pair .
In this way you gonna get for a finite set of point in another finite set in …
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