Aubin–Lions lemma

E1654952 UNEXPLORED

The Aubin–Lions lemma is a fundamental compactness result in functional analysis and the theory of partial differential equations, used to extract strongly convergent subsequences from bounded sequences of time-dependent functions under suitable space-time regularity conditions.

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Rellich–Kondrachov compactness theorem → relatedTo → Aubin–Lions lemma ⓘ