Norm function on Z root d | Property of norm function with simple PROOF

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Multiplicative Norm Function | 3rd Video Multiplicative Norm Function | 3rd Video
This function does not define a norm in ℝ^2 This function does not define a norm in ℝ^2
Units of Z[√2] is infinite set | units of Z[√-5] is finite set | Proof using norm| Ring Units of Z[√2] is infinite set | units of Z[√-5] is finite set | Proof using norm| Ring
302.10d: A Norm in Q[t] 302.10d: A Norm in Q[t]
Proof: the Norm is Multiplicative Proof: the Norm is Multiplicative
302.9A: Quadratic Extension Rings and their Norm 302.9A: Quadratic Extension Rings and their Norm
Normal Distribution (PDF, CDF, PPF) in 3 Minutes Normal Distribution (PDF, CDF, PPF) in 3 Minutes
Multiplicative norm function___cc14 Multiplicative norm function___cc14