Source: wikibot/surface-topology
= Surface (topology)
{wiki=Surface_(topology)}
In topology, a surface is a two-dimensional topological space that can be defined informally as a "shape" that locally resembles the Euclidean plane. More specifically, a surface is a manifold that is two-dimensional, meaning that every point on the surface has a neighborhood that is homeomorphic (topologically equivalent) to an open subset of \\(\\mathbb\{R\}^2\\). \#\#\# Key Features of Surfaces: 1. **Local vs.