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The least-squares conformal mapping (LSCM) parameterization is an angle preserving algorithm that generates a discrete approximation of a conformal map (Levy et al.
A geographic information system (GIS) specialist first thinks about the catalogue of conformal map projections, unprojection, geographic datum transformation, and reprojection with various software packages.
Map the complement of H onto C \ {-1 - t, 1 + t} by a conformal map g such that g(0) = -1 - t, g(b) = g([bar.
First, a conformal map projection for a "smooth" surface was developed by Gauss and Riemann 150 years ago; however, the methodology of developing a conformal map projection has not been explored sufficiently over the years.
In the cases below, we are seeking a conformal map f from D, the interior of the unit disk, [D.
d] denote the region {z = x + iy, [absolute value of y] < d} in the complex plan C and [phi] the conformal map of a simply connected domain D in the complex domain onto [D.
Given a region D containing a contour T in C with endpoints a and b on the boundary of D, [phi] is a one-to-one conformal map with the properties [phi] : T [right arrow] R, [phi](x) [right arrow] -[infinity] as x [right arrow] a, [phi](x) [right arrow] [infinity] as x [right arrow] b and [phi] : D [right arrow] [D.