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Application A: Stable k-equivalence of Tori
Two tori T₁, T₂ are stably k-equivalent iff Ω(T₁) = Ω(T₂). This reflects perfect aikido balance: different algebraic groups may flow into a shared cohomological “center.”
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Application A: Stable k-equivalence of Tori
Two tori T₁, T₂ are stably k-equivalent iff Ω(T₁) = Ω(T₂). This reflects perfect aikido balance: different algebraic groups may flow into a shared cohomological “center.”
Thanks ; got subgratance?