Review Note
Last Update: 02/26/2024 03:43 PM
Current Deck: Semester 4::Algebra 2::Chapter 1. ED, PID, UFD::Facts
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Remark.
let \(I = (a,b)\) then \(d = \gcd(a,b)\)
i) \((a,b) \) {{c1::\(\subset (d)\)}}
ii) if \(( \tilde d)\) is a principal ideal containing \((a,b)\) then {{c2::\((d) \subseteq (\tilde d)\)}}
let \(I = (a,b)\) then \(d = \gcd(a,b)\)
i) \((a,b) \) {{c1::\(\subset (d)\)}}
ii) if \(( \tilde d)\) is a principal ideal containing \((a,b)\) then {{c2::\((d) \subseteq (\tilde d)\)}}
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