isomorphic
UK[ˌaɪ.səˈmɔː.fɪk]US[ˌaɪ.səˈmɔːr.fɪk]
adj
having the same form or structure.
adj
(mathematics). related by an isomorphism, a one-to-one correspondence that preserves structure and operations.
Morpheme Breakdown
iso
morph
ic
iso
same
morph
form
ic
adjective suffix
Etymology
the term 'isomorphic' is a modern scientific coinage, constructed directly from ancient greek elements to express a precise abstract concept. the prefix 'iso-' (same) combines with the root '-morph-' (form), a pairing seen in other greek-derived terms like 'isometric' and 'polymorph'. the adjectival suffix '-ic' was adopted via latin to finalize its grammatical function. originally describing biological forms with identical structure, its logic was extended into mathematics and social sciences to describe any correspondence between systems that preserves their essential relational form, moving from literal physical shape to abstract structural equivalence.
Analysis
Structure: iso (same) + morph (form) + ic (adjective suffix)
- iso: from greek 'ísos', meaning 'equal, same, identical'. serves as a prefix denoting sameness.
- morph: from greek 'morphḗ', meaning 'form, shape'. serves as the core root denoting structure or appearance.
- ic: from latin '-icus', from greek '-ikós', a suffix forming adjectives meaning 'of, pertaining to, or having the nature of'.
Examples
the two chemical crystals are isomorphic, sharing an identical lattice structure.
in graph theory, the two networks are isomorphic because their connection patterns can be mapped exactly onto one another.
the development processes in the two countries are not isomorphic, despite superficial similarities.