释义 |
G-SpaceA -space is a special type of Hausdorff Space. Consider a point and a Homeomorphism of an openNeighborhood of onto an Open Set of . Then a space is a -space if, for any two suchNeighborhoods and , the images of under the differentHomeomorphisms are Isometric. If , theHomeomorphisms need only be conformal (but not necessarily orientation-preserving). See also Green Space
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