isomorfismo

morfismo biettivo (quindi invertibile) fra due strutture algebriche

AI overview

An isomorphism is a special kind of mathematical relationship between two structures that preserves their essential organization and can be reversed, meaning you can go back and forth between the structures without losing information. When two mathematical structures are isomorphic, it means they have the same underlying form or pattern, even if they might look different on the surface, which helps mathematicians recognize that seemingly different problems or systems are actually equivalent in important ways.

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different from: isomorphism
studied by: universal algebra
on focus list of Wikimedia project: Wikipedia:Vital articles/Level/4
maintained by WikiProject: WikiProject Mathematics

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Article · Italiano

In matematica, in particolare in algebra astratta, un isomorfismo (dal greco ἴσος, isos, che significa uguale, e μορφή, morphé, che significa forma) è un'applicazione biunivoca fra oggetti matematici tale che l'applicazione e la sua inversa siano omomorfismi. Intuitivamente, un isomorfismo può essere definito con le parole del matematico Douglas Hofstadter:

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