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La systole -dimensionnelle d’une variété riemannienne de dimension a été
introduite par M. Berger en 1972. Le problème de la souplesse intersystolique (ou -souplesse) d’une variété est l’étude de la borne supérieure du produit de deux
systoles de dimensions complémentaires et si on change la métrique sur dans
la classe des métriques de volume . La souplesse intersystolique de signifie que
cette borne supérieure est égale à . Quelques résultats particuliers dans cette
direction ont...
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