 Source: wikibot/the-geometry-and-topology-of-three-manifolds

= The geometry and topology of three-manifolds
{wiki=The_geometry_and_topology_of_three-manifolds}

The geometry and topology of three-manifolds is a rich and complex area of mathematics that deals with understanding the properties and structures of three-dimensional spaces (or manifolds). Here are the key concepts and themes involved: \#\#\# Manifolds A **manifold** is a topological space that locally resembles Euclidean space. An **n-manifold** is a space that is locally similar to \\( \\mathbb\{R\}^n \\).

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