Algebraic Number Theory Lecture 30: Unique Factorization of Ideals Part 2

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In this lecture we finally prove that ideals in Dedekind domains factor uniquely into products of prime ideals. This is based off of the proof given in section 3.3. in Milne.

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Your content is very useful, thank you. Btw what does it mean that any fractional ideal has a unique prime decomposition? I have to take an exam in algebraic number theory maybe you can help me :)

M-df