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“homeomorphic”
homeomorphic
1. Similarity in crystalline form but not necessarily in chemical composition.
2. In mathematics: A function between two topological spaces that is continuous, one-to-one, and onto, and the inverse of which is continuous. Also called topological transformation.
3. A correspondence between the points of two geometric shapes or two spaces in which each element can be paired with one from the other without any remaining.
2. In mathematics: A function between two topological spaces that is continuous, one-to-one, and onto, and the inverse of which is continuous. Also called topological transformation.
3. A correspondence between the points of two geometric shapes or two spaces in which each element can be paired with one from the other without any remaining.
This entry is located in the following units:
homeo-, homoeo-, homio-, [homoio-, British spelling] +
(page 1)
morpho-, morph-, -morphous, -morphically, -morphia, -morphosis, -morphously, -morphy, -morphic, -morphism
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