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/ˌaɪ.səˈmɔː.fɪk/ · adjective
(mathematics) Related by an isomorphism; having a structure-preserving one-to-one correspondence..
Let A, B be the ordered sets in Figure 10.3. Let C be the direct product of infinitely many copies of the two element chain 2. Then A^C is isomorphic to B^C, but A is not isomorphic to B.
The fact that different structures can be shown to be functionally isomorphic implies that they are analogous, not homologous.
For example, in so far as written and spoken English are isomorphic (i.e. have the same structure), they are the same language: there is nothing but their structure that they have in common.
an isomorphic JavaScript app
Use isomorphic when its meaning, tone and grammar fit the full sentence. A synonym is not always a direct replacement.
Isomorphic means (mathematics) Related by an isomorphism; having a structure-preserving one-to-one correspondence..
Common synonyms include isomorphous.
Possible antonyms include anisomorphic, nonisomorphic.
Let A, B be the ordered sets in Figure 10.3. Let C be the direct product of infinitely many copies of the two element chain 2. Then A^C is isomorphic to B^C, but A is not isomorphic to B.
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