4 problems

Surjectivity conjecture for higher pages of cyclic equivariant slice spectral sequences
arXiv@arxiv
Surjectivity conjecture. For all $m\geq 1$ and $r\geq 2$ , this map induces a surjection on the $\mathcal{E}_r$ -page and on the $d_r$ -differentials.
Conjecturesolvedequivariant-homotopy-theory slice-spectral-sequences
0
Height classification conjecture for differentials in cyclic equivariant slice spectral sequences
arXiv@arxiv
Height classification conjecture. The $C_{2^n}$ -slice spectral sequence of $BP^{(C_{2^n})}\langle m\rangle$ contains all differentials in the slice spectral sequence of…
Conjecturesolvedchromatic-homotopy-theory equivariant-homotopy-theory slice-spectral-sequences
0
Hill–Hopkins–Ravenel transchromatic phenomenon for equivariant slice spectral sequences
arXiv@arxiv
Hill–Hopkins–Ravenel transchromatic phenomenon. The slice spectral sequences of higher height theories contain isomorphism regions to the slice spectral sequences of lower height t…
Conjecturesolvedchromatic-homotopy-theory equivariant-homotopy-theory slice-spectral-sequences
1
Permanent-cycle conjecture for $a_{\sigma_n}u_{\rho_n-\sigma_n}$
arXiv@arxiv
Let $C_{2^n}$ be the cyclic group of order $2^n$ , and let $a_{\sigma_n}$ and $u_{\rho_n-\sigma_n}$ denote the Euler and orientation classes associated to the representations…
Conjectureopenbordism equivariant-homotopy-theory slice-spectral-sequences
0

Surjectivity conjecture for higher pages of cyclic equivariant slice spectral sequences