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On $η$-periodic Formal Ternary Laws
We study the algebraic structure underlying Sp-orientations in the $η$-periodic motivic stable homotopy category $SH(k)[η^{-1}]$. Borel classes determine a geometric formal ternary law, but the HW-Hurewicz map shows that its universal coefficients generate a proper $W(k)$-subalgebra $Λ\subsetneq (MS
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