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Injective hull
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{{Short description|Notion in abstract algebra}}{{About|the injective hull of a module in algebra|injective hulls of metric spaces, also called tight spans, injective envelopes, or hyperconvex hulls|tight span}} In [[mathematics]], particularly in [[abstract algebra|algebra]], the '''injective hull''' (or '''injective envelope''') of a [[module (mathematics)|module]] is both the smallest [[injective module]] containing it and the largest [[essential extension]] of it. Injective hulls were first described in {{harv|Eckmann|Schopf|1953}}.
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