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Transversality

💡 Words with a Similar Meaning to "Transversality"

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WordDefinition
transversalnounA line which traverses or intersects any system of other lines transversely.
transversality conditionnoun(economics) A terminal condition on a costate variable in a, usually infinite, time optimization problem.
tangent spacenoun(topology, differential topology) An n-dimensional vector space that represents the set of all vectors tangent to given n-dimensional differentiable manifold M at point x.
distributionnounAn act of distributing or state of being distributed.
tangent bundlenoun(topology) A fiber bundle for which the base space is a differentiable manifold and each fiber over a point of that manifold is the tangent space of that point.
transitivitynoun(grammar) The degree in which any one verb can take or govern objects.
contact geometrynoun(differential geometry, countable) Given a smooth manifold of odd dimensionality, a distribution (subset) of the tangent bundle that satisfies the condition of complete nonintegrability, or equivalently may be locally defined as the kernel of a maximally nondegenerate differential 1-form;
intersectionnounThe junction of two (or more) paths, streets, highways, or other thoroughfares.
submanifoldnoun(topology) A manifold which is a subset of another, so that the inclusion function is an embedding or, sometimes, an immersion.
dual spacenoun(mathematics) The vector space which comprises the set of linear functionals of a given vector space.
otopynoun(mathematics) A type of vector field defined on an open set of such that every vector in the field is tangent to the corresponding point in the set.
subtopologynoun(mathematics) subspace topology
bordismnoun(mathematics) The property of two closed manifolds whose disjoint union is the boundary of a compact manifold
transvectionnounThe act of supernatural flight, such as by a witch.
intertwinernoun(mathematics) A mapping between two equivariant maps
disjoint union topologynoun(topology) A topology which is applicable to the disjoint union of a given set of topological spaces and is the largest (most inclusive) topology that preserves the continuity of each contributing space as represented in the union.
topologynoun(mathematics, uncountable) The branch of mathematics dealing with those properties of a geometrical object (of arbitrary dimensionality) that are unchanged by continuous deformations (such as stretching, bending, etc., without tearing or gluing).
disjoint unionnoun(mathematics) A union of sets which are already pairwise disjoint.
multidegreenoun(mathematics) The tuple (properly though a multiset) of the degrees of defining hypersurfaces for a complete intersection.
versalitynoun(mathematics) The condition of being versal

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