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Date: 2007-10-09 17:38:18 Commutative algebra Module theory Prime ideals Algebraic structures Associated prime Noetherian ring Finitely-generated module Jacobson radical Krull dimension Abstract algebra Algebra Ring theory		Add to Reading List Source URL: www.math.lsa.umich.edu Download Document from Source Website File Size: 102,12 KB Share Document on Facebook

	AVERAGE FROBENIUS DISTRIBUTION FOR INERTS IN Q(i) CHANTAL DAVID AND FRANCESCO PAPPALARDI Abstract. Given an integer r, we consider the problem of enumerating the inert prime ideals p of Q(i) for which a given elliptic cu DocID: 1vglA - View Document
	HomeworkLet K/Q be a cubic extension and (p) = ℘1 · ℘2 · ℘3 a product of distinct prime ideals. Let α ∈ OK be an integer with T rK/Q (α) = 0. Show that if ℘1 · ℘2 \| (α) then ℘3 \| (α). 2. Assum DocID: 1sPNI - View Document
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