💡 Words with a Similar Meaning to "Polyfold"
Found via reverse dictionary — words that share a conceptual meaning.
| Word | Definition |
|---|---|
| orbifoldnoun | (topology) A topological space in which every small enough neighborhood is homeomorphic to a quotient of real space by the action of a finite group. |
| conifoldnoun | (mathematics) A certain generalization of a manifold, capable of containing conical singularities. |
| varifoldnoun | (mathematics) A certain generalization of a differentiable manifold |
| fréchet surfacenoun | (mathematics) An equivalence class of parametrized surfaces in a metric space. |
| leafspacenoun | (mathematics) A topological space that is the quotient of a laminated or foliated manifold by identification of each leaf, and each closed complementary region, to a point. |
| diffeologynoun | (differential geometry) The set of smooth parametrizations of a given set X; the set of smooth maps S→X, where S is any open set ⊆ℝⁿ; the theory of such constructs. |
| classifying spacenoun | (mathematics) A topological space that is the quotient of a free action (of the specified group) on a weakly contractible space. |
| function spacenoun | (mathematics) Any metric space whose elements are functions |
| factor spacenoun | (topology, idiomatic) A space obtained from another by identification of points that are equivalent to one another in some equivalence relation. |
| hyperconifoldnoun | (mathematics, physics) A finite cyclic quotient of a conifold. |
| smooth functionnoun | (mathematics) a function that has derivatives of all finite orders everywhere in its domain. |
| symplectomorphismnoun | (mathematics) An isomorphism of a symplectic manifold; a diffeomorphism which preserves symplectic structure. |
| σ-finite measurenoun | (mathematical analysis) A set, in a measurable space, that is expressible as a countable union of sets of finite measure. |
| quasifieldnoun | (mathematics) An algebraic structure (Q,+,·) where + and · are binary operations on Q, much like a division ring, but with some weaker conditions. |
| solvmanifoldnoun | (mathematics) A homogeneous space of a connected solvable Lie group. |
| suborbifoldnoun | (mathematics) A submanifold of a space that is not smooth at every point, although it remains well-defined within the space. |
| fibrationnoun | (algebraic topology) A continuous mapping satisfying the homotopy lifting property with respect to any space. |
| flat | Having no variations in height. |
| manifoldnoun | (mechanics) A pipe fitting or similar device that connects multiple inputs and outputs. |
| dual spacenoun | (mathematics) The vector space which comprises the set of linear functionals of a given vector space. |
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