Kommutative Ringtheorie/Minimales Primideal/Definition

Minimales Primideal

Ein Primideal ${}{\mathfrak {p}}$ in einem kommutativen Ring heißt minimales Primideal , wenn es kein Primideal ${}{\mathfrak {q}}$ mit ${}{\mathfrak {q}}\subset {\mathfrak {p}}$ gibt.

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