= Affine manifold
{wiki=Affine_manifold}
An affine manifold is a type of manifold that is equipped with an additional structure that allows for the concepts of affine geometry to be applied. More specifically, an affine manifold is a manifold where the transition functions between charts are affine transformations. \#\#\# Key Characteristics of Affine Manifolds: 1. **Manifold Structure**: An affine manifold is a differentiable manifold, meaning it has a smooth structure and local charts that give it a topological and differentiable structure.
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