Homogeneous vs Converge - What's the difference?
homogeneous | converge |
Of the same kind; alike, similar.
Having the same composition throughout; of uniform make-up.
* 1946 , (Bertrand Russell), History of Western Philosophy , I.25:
(chemistry) in the same state of matter.
(mathematics) Of which the properties of a smaller set apply to the whole; scalable.
(proscribed)
Of two or more entities, to approach each other; to get closer and closer.
* Jefferson
(mathematics) Of a sequence, to have a limit.
(computing) Of an iterative process, to reach a stable end point.
As an adjective homogeneous
is of the same kind; alike, similar.As a verb converge is
.homogeneous
English
Alternative forms
* (proscribed)Adjective
(-)- Their citizens were not of homogeneous origin, but were from all parts of Greece.
- The function ''f(x,y)=x2+y2'' is homogeneous of degree 2 because ''f(''?''x,''?''y)=''?''2f(x,y)''.
Antonyms
* heterogeneousDerived terms
* homogeneous mixture * homogeneous broadening * homogeneous catalysis * homogeneous coordinate * homogeneous function * homogeneous ideal * homogeneous number * homogeneous polynomial * homogeneous radiation * homogeneous society * homogeneous space * homogeneous systemExternal links
* * * English words prefixed with homo-converge
English
Verb
(converg)- The mountains converge into a single ridge.
