matching |
aligning |
As verbs the difference between matching and aligning
is that
matching is while
aligning is .
As an adjective matching
is the same as another; sharing the same design.
As a noun matching
is (graph theory) a set of independent edges in a given graph, ie a set of edges which do not intersect: so-called because pairs of vertices are "matched" to each other one-to-one.
fitting |
matching |
As verbs the difference between fitting and matching
is that
fitting is while
matching is .
As adjectives the difference between fitting and matching
is that
fitting is ready, appropriate, or in keeping while
matching is the same as another; sharing the same design.
As nouns the difference between fitting and matching
is that
fitting is a small detachable part of a device or machine while
matching is (graph theory) a set of independent edges in a given graph, ie a set of edges which do not intersect: so-called because pairs of vertices are "matched" to each other one-to-one.
corresponds |
matching |
As verbs the difference between corresponds and matching
is that
corresponds is (
correspond) while
matching is .
As an adjective matching is
the same as another; sharing the same design.
As a noun matching is
(graph theory) a set of independent edges in a given graph, ie a set of edges which do not intersect: so-called because pairs of vertices are "matched" to each other one-to-one.
congruent |
matching |
As adjectives the difference between congruent and matching
is that
congruent is corresponding in character while
matching is the same as another; sharing the same design.
As a verb matching is
.
As a noun matching is
(graph theory) a set of independent edges in a given graph, ie a set of edges which do not intersect: so-called because pairs of vertices are "matched" to each other one-to-one.
combination |
matching |
As nouns the difference between combination and matching
is that
combination is the act of combining, the state of being combined or the result of combining while
matching is a set of independent edges in a given graph, i.e. a set of edges which do not intersect: so-called because pairs of vertices are "matched" to each other one-to-one.
As an adjective matching is
the same as another; sharing the same design.
As a verb matching is
present participle of lang=en.
matching |
galloping |
As verbs the difference between matching and galloping
is that
matching is present participle of lang=en while
galloping is present participle of lang=en.
As nouns the difference between matching and galloping
is that
matching is a set of independent edges in a given graph, i.e. a set of edges which do not intersect: so-called because pairs of vertices are "matched" to each other one-to-one while
galloping is movement at a gallop.
As an adjective matching
is the same as another; sharing the same design.
matching |
pairing |
As verbs the difference between matching and pairing
is that
matching is present participle of lang=en while
pairing is present participle of lang=en.
As nouns the difference between matching and pairing
is that
matching is a set of independent edges in a given graph, i.e. a set of edges which do not intersect: so-called because pairs of vertices are "matched" to each other one-to-one while
pairing is the combination or union of two things.
As an adjective matching
is the same as another; sharing the same design.
commensurate |
matching |
As adjectives the difference between commensurate and matching
is that
commensurate is of a proportionate or similar measurable standard while
matching is the same as another; sharing the same design.
As verbs the difference between commensurate and matching
is that
commensurate is to reduce to a common measure while
matching is .
As a noun matching is
(graph theory) a set of independent edges in a given graph, ie a set of edges which do not intersect: so-called because pairs of vertices are "matched" to each other one-to-one.
matching |
realizing |
As verbs the difference between matching and realizing
is that
matching is while
realizing is .
As an adjective matching
is the same as another; sharing the same design.
As a noun matching
is (graph theory) a set of independent edges in a given graph, ie a set of edges which do not intersect: so-called because pairs of vertices are "matched" to each other one-to-one.
sorting |
matching |
As verbs the difference between sorting and matching
is that
sorting is present participle of lang=en while
matching is present participle of lang=en.
As nouns the difference between sorting and matching
is that
sorting is (
ordering)Ordering while
matching is a set of independent edges in a given graph, i.e. a set of edges which do not intersect: so-called because pairs of vertices are "matched" to each other one-to-one.
As an adjective matching is
the same as another; sharing the same design.
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