2 problems

Realizability conjecture for compatible pairs of transfer systems
Let $G$ be a finite group. A pair of $G$ -transfer systems is called compatible when it satisfies the compatibility conditions for a pairing of $N_{\infty}$ -operads, and it is reali…
openFrom papersequivariant-homotopy-theory n-infinity-operads transfer-systems
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6
The lifting conjecture for transfer systems on athbb{S}\mathrm{L}_2 $\mathbb{F}_p$ athbb{S}]
Let $G = \operatorname{SL}_2(\mathbb{F}_p)$ with $p > 5$ , $p \neq 11$ , and $p \equiv \pm 3 \mod 8$ . Fix an arbitrary transfer system $\mathcal{R}$ on $G$ , and let…
openFrom papersfinite-groups n-infinity-operads transfer-systems
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6

Realizability conjecture for compatible pairs of transfer systems