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Autogonal Projection

Definition

A map projection which is a conformal mapping, i.e., one for which local (infinitesimal) angles on a sphere are mapped to the same angles in the projection. On maps of an entire sphere, however, there are usually singular points at which local angles are distorted. The term conformal was applied to map projections by Gauss in 1825, and eventually supplanted the alternative terms "orthomorphic" and "autogonal". No projection can be both equal-area and conform, and projections which are neither equal-area nor conformal are sometimes called aphylactic.

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What Is Domain In Math

What Is Domain In Math ‘

What Is Domain In Math

What Is Domain In Math ‘

Volume of a Sphere

Volume of a Sphere ‘

Area of a Triangle

Area of a Triangle ‘

Distance Formula

Distance Formula ‘

Distance Formula

Distance Formula ‘

Volume of a Cylinder

Volume of a Cylinder ‘

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