symplectomorphism

As nouns the difference between terms and symplectomorphism

is that terms is while symplectomorphism is (mathematics) an isomorphism of a symplectic manifold.

As a noun symplectomorphism is

(mathematics) an isomorphism of a symplectic manifold.

As a noun symplectomorphism

is (mathematics) an isomorphism of a symplectic manifold.

As an adjective symplectomorphic is

of, pertaining to, or exhibiting symplectomorphism.

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

is that manifold is (mathematics) a topological space that looks locally like the "ordinary" euclidean space $\backslash mathbb\{r\}^n$ and is hausdorff while symplectomorphism is (mathematics) an isomorphism of a symplectic manifold.

As nouns the difference between manifold and symplectomorphism

is that manifold is (now historical) a copy made by the manifold writing process while symplectomorphism is (mathematics) an isomorphism of a symplectic manifold.

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 symplectic and symplectomorphism

is that symplectic is (mathematics) describing the geometry of differentiable manifolds equipped with a closed, nondegenerate while symplectomorphism is (mathematics) an isomorphism of a symplectic manifold.

As an adjective symplectic

is (mathematics) describing the geometry of differentiable manifolds equipped with a closed, nondegenerate.

As a noun symplectomorphism is

(mathematics) an isomorphism of a symplectic manifold.

As nouns the difference between isomorphism and symplectomorphism

is that isomorphism is similarity of form while symplectomorphism is (mathematics) an isomorphism of a symplectic manifold.