MountFujiView
Wed Aug 14 2024
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7 answers
1121
Why is D3 not abelian?
Can you explain why the group D3, which is often associated with the symmetry of an equilateral triangle, is not considered to be abelian? I'm curious to understand the specific properties or characteristics of D3 that prevent it from fitting the definition of an abelian group. Could you elaborate on the mathematical reasons behind this classification and provide any relevant examples to help clarify your explanation?
