Group Theory 90, Euclidean Domain, every ED is a PID

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Group Theory 90, Euclidean Domain, every ED is a PID
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Thank you very much sir, this video is very helpful.

Preeti-czwx
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d(r) < d(a) is impossible because a is chosen such that d(a) is minimum, therefore r= 0 must be true and it follows that b is generated by a. Good video, the proof is correct, but you jump over Why you choose d(a) to be minimum.

alvinlepik
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Solution of Z[-5] so f(a+sqrt (-5)b)=a2+5b2??

msakhawat
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let r be euclidean domain then show that ur={x∈r* | nx=n(1)}, where n is norm on r. can U help me in this..now

IlmGhar