isomorphism u rečniku italijanskog jezika Oksford‒Paravia

Jednojezični primeri (nisu ih verifikovali PONS urednici)

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A morphism of varieties is birational if it restricts to an isomorphism between dense open subsets.
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However, the isomorphism theorem gives a stronger result, because ring isomorphisms preserve multiplication while module isomorphisms (even between rings) in general do not.
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An extremal epimorphism is an epimorphism that has no monomorphism as a second factor, unless that monomorphism is an isomorphism.
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A principal polarisation is a polarisation that is an isomorphism.
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A morphism which is invertible in this sense is called an isomorphism.
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The existence of this morphism is a consequence of the universal property which characterizes the product (up to isomorphism).
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This word is a play on the many morphisms in mathematics, but cryptomorphism is only very distantly related to isomorphism, homomorphism, or morphisms.
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Many common notions from mathematics (e.g. surjective, injective, free object, basis, finite representation, isomorphism) are definable purely in category theoretic terms (cf. monomorphism, epimorphism).
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This follows readily from the isomorphism theorems for rings.
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Specifically, an open immersion factors through an isomorphism with an open subscheme and a closed immersion factors through an isomorphism with a closed subscheme.
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