Definitions from Wiktionary (regular map)
▸ noun: (algebraic geometry) A morphism between algebraic varieties.
▸ noun: (graph theory) A symmetric tessellation of a closed surface; a decomposition of a two-dimensional manifold into topological disks such that every flag (incident vertex-edge-face triple) can be transformed into any other flag by a symmetry (i.e., an automorphism) of the decomposition.
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▸ noun: (algebraic geometry) A morphism between algebraic varieties.
▸ noun: (graph theory) A symmetric tessellation of a closed surface; a decomposition of a two-dimensional manifold into topological disks such that every flag (incident vertex-edge-face triple) can be transformed into any other flag by a symmetry (i.e., an automorphism) of the decomposition.
Similar:
algebraic group,
morphism,
homomorphism,
comorphism,
algebraic subvariety,
automorphism,
Abel-Jacobi map,
bispace,
identification map,
birational geometry,
more...
Opposite:
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