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by hzhou321
2396 days ago
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Good luck explaining "simpler" with modules and vectors :). Simple is defined as not to inter-wine. To understand an axiom is to understand how it "inter-wine" with other axioms to prove certain results. So fewer axioms necessarily results in more interwines, ie complex. I think here we are switching the subjects: from axiom itself to the results that we want to prove. If we focus on the simplicity of proving the results, the simplicity of axioms are irrelevant. |
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