Difference between revisions of "Homeomorphism"
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| − | + | In [[abstract algebra]], a homeomorphism is a [[function]] from an object to another that preserves the structure of the two objects. An [[isomorphism]] is a homeomorphism that is also a [[bijection]]. | |
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| + | In [[category theory]], homeomorphisms are represented by arrows from one object to another. | ||
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| + | {{stub}}[[Category:Abstract algebra]] | ||
Latest revision as of 20:42, 15 October 2020
In abstract algebra, a homeomorphism is a function from an object to another that preserves the structure of the two objects. An isomorphism is a homeomorphism that is also a bijection.
In category theory, homeomorphisms are represented by arrows from one object to another.
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