3 problems

The THH homotopy-ring conjecture for truncated Brown–Peterson algebras
For $n\geq 0$ and $p>2$ , let $A_*=\operatorname{BP}\langle n\rangle_*[x]/x^e$ . Let $w_{n+1,i}$ , $y_{j,i}$ , and $\gamma_{p^m}(\sigma^2x^e)$ denote the classes introduced in the prec…
openFrom papersbrown-peterson-spectra chromatic-homotopy topological-h-hochschild-homology
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3
Real equivariant conjectures for truncated Brown–Peterson spectra
Real equivariant conjectures. The six listed assertions in the source hold: the required $\mathbf{E}_{\rho}\rtimes\mathrm{U}(1)_\mathbf{R}$ -algebra and splitting structures exist;…
openFrom papersbrown-peterson-spectra equivariant-homotopy-theory topological-hochschild-homology
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3
Conjectural computation of topological Hochschild homology of truncated Brown–Peterson spectra
Conjectural THH computation. There is an isomorphism
openFrom papersbrown-peterson-spectra spectral-sequences topological-hochschild-homology
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4

The THH homotopy-ring conjecture for truncated Brown–Peterson algebras