terms |
coboundary |
As nouns the difference between terms and coboundary
is that
terms is while
coboundary is (mathematics) the image of a submodule of a cochain.
cochain |
coboundary |
In mathematics|lang=en terms the difference between cochain and coboundary
is that
cochain is (mathematics) a cochain complex while
coboundary is (mathematics) the image of a submodule of a cochain.
As nouns the difference between cochain and coboundary
is that
cochain is (mathematics) a cochain complex while
coboundary is (mathematics) the image of a submodule of a cochain.
submodule |
coboundary |
As nouns the difference between submodule and coboundary
is that
submodule is a module making up part of a larger module while
coboundary is the of a submodule of a cochain.
image |
coboundary |
As a verb image
is .
As an adjective image
is figurative (of sense of term or discourse).
As a noun coboundary is
(mathematics) the image of a submodule of a cochain.
coboundary |
cocycle |
As nouns the difference between coboundary and cocycle
is that
coboundary is (mathematics) the image of a submodule of a cochain while
cocycle is (cohomology) a cochain that is in the kernel of a coboundary map.