subadditive ergodic theorem

E1596735 UNEXPLORED

The subadditive ergodic theorem is a fundamental result in ergodic theory that generalizes Birkhoff’s ergodic theorem to subadditive processes, providing almost sure limits for sequences of subadditive random variables under measure-preserving transformations.

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All labels observed (3)

Label	Occurrences
Furstenberg–Kesten theorem	1
Kingman subadditive ergodic theorem	1
subadditive ergodic theorem canonical	1

Referenced by (3)

Full triples — surface form annotated when it differs from this entity's canonical label.

ergodic theorem → hasForm → subadditive ergodic theorem ⓘ

Oseledets theorem → relatedTo → Kingman subadditive ergodic theorem ⓘ

linked to: subadditive ergodic theorem

Oseledets theorem → relatedTo → Furstenberg–Kesten theorem ⓘ

linked to: subadditive ergodic theorem