Ivan Shishkin, Birch Grove

Idéal maximal

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Un idéal MM d’un anneau commutatifEN AA est maximal si M≠AM\neq A (c’est un sous-ensemble propre) et qu’il n’existe pas d’idéal II de AA tel que
M⊊I⊊R.M \subsetneq I \subsetneq R.

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