= Development (differential geometry)
{wiki=Development_(differential_geometry)}
In differential geometry, the concept of **development** refers to a way of representing a curved surface as if it were flat, allowing for the analysis of the intrinsic geometry of the surface in a more manageable way. The term often pertains to the idea of "developing" the surface onto a plane or some other surface. This is frequently used in the context of the study of curves and surfaces, particularly in the context of Riemannian geometry.
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