2. Ergodic principle
From a purely fundamental point of view, ergodism results from properties specific to random functions, as set out in the ergodic theorem. Strictly speaking, paragraph 2 should therefore be entitled "ergodic theorem", but to maintain continuity in the spirit of applications, we have chosen the term "ergodic principle", which is certainly more appropriate in this context.
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Ergodic principle
Bibliography
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(1) - BASS (J.) -
Éléments de calcul des probabilités, théorique et appliqué.
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Masson (1967).
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(2) - ROUBINE (E.) -
Introduction à la théorie de la communication. – Tome II – Signaux aléatoires
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