Limits and colimits in an ∞-category

In mathematics, especially category theory, limits and colimits in an ∞-category generalize limits and colimits in a category. Like the counterparts in ordinary category theory, they play fundamental roles in constructions (e.g., Kan extensions) as well as characterizations (e.g., sheaf conditions) in higher category theory.

Source: Wikipedia — Limits and colimits in an ∞-category (CC BY-SA 4.0)

Limits and colimits in an ∞-category

In mathematics, especially category theory, limits and colimits in an ∞-category generalize limits and colimits in a category. Like the counterparts in ordinary category theory, they play fundamental roles in constructions (e.g., Kan extensions) as well as characterizations (e.g., sheaf conditions) in higher category theory.

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Source: Wikipedia "Limits and colimits in an ∞-category" · CC BY-SA 4.0

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