transversality

As nouns the difference between terms and transversality

is that terms is while transversality is (mathematics) a property of two intersecting submanifolds, where at every intersection point, their separate tangent spaces at that point together generate the tangent space of the ambient manifold at that point.

As a noun transversality

is (mathematics) a property of two intersecting submanifolds, where at every intersection point, their separate tangent spaces at that point together generate the tangent space of the ambient manifold at that point.

As a verb mainstreaming is

.

Tangency is a see also of transversality.

As nouns the difference between tangency and transversality

is that tangency is the state of being tangent; an instance of (something) being tangent while transversality is (mathematics) a property of two intersecting submanifolds, where at every intersection point, their separate tangent spaces at that point together generate the tangent space of the ambient manifold at that point.

Transversally is a related term of transversality.

As an adverb transversally

is in a transverse manner.

As a noun transversality is

(mathematics) a property of two intersecting submanifolds, where at every intersection point, their separate tangent spaces at that point together generate the tangent space of the ambient manifold at that point.

Transverse is a related term of transversality.

As nouns the difference between transverse and transversality

is that transverse is anything that is transverse or athwart while transversality is (mathematics) a property of two intersecting submanifolds, where at every intersection point, their separate tangent spaces at that point together generate the tangent space of the ambient manifold at that point.

As an adjective transverse

is situated or lying across; side to side, relative to some defined "forward" direction.

As a verb transverse

is to overturn; to change.

In mathematics|lang=en terms the difference between manifold and transversality

is that manifold is (mathematics) a topological space that looks locally like the "ordinary" euclidean space $\backslash mathbb\{r\}^n$ and is hausdorff while transversality is (mathematics) a property of two intersecting submanifolds, where at every intersection point, their separate tangent spaces at that point together generate the tangent space of the ambient manifold at that point.

As nouns the difference between manifold and transversality

is that manifold is (now historical) a copy made by the manifold writing process while transversality is (mathematics) a property of two intersecting submanifolds, where at every intersection point, their separate tangent spaces at that point together generate the tangent space of the ambient manifold at that point.

As an adjective manifold

is various in kind or quality, diverse.

As an adverb manifold

is many times; repeatedly.

As a verb manifold

is to make manifold; multiply.

In mathematics|lang=en terms the difference between tangent and transversality

is that tangent is (mathematics) the ratio of the sine to the cosine, in either the real or complex numbers--> while transversality is (mathematics) a property of two intersecting submanifolds, where at every intersection point, their separate tangent spaces at that point together generate the tangent space of the ambient manifold at that point.

As nouns the difference between tangent and transversality

is that tangent is (geometry) a straight line touching a curve at a single point without crossing it there while transversality is (mathematics) a property of two intersecting submanifolds, where at every intersection point, their separate tangent spaces at that point together generate the tangent space of the ambient manifold at that point.

As an adjective tangent

is (geometry) touching a curve at a single point but not crossing it at that point.

As nouns the difference between submanifold and transversality

is that submanifold is (topology) a manifold which is a subset of another, so that the inclusion function is an embedding or, sometimes, an immersion while transversality is (mathematics) a property of two intersecting submanifolds, where at every intersection point, their separate tangent spaces at that point together generate the tangent space of the ambient manifold at that point.