3 problems

Hovey–Palmieri conjectures on Bousfield classes
Hovey–Palmieri conjectures. The following assertions hold:
openFrom papersbousfield-localization stable-homotopy-theory triangulated-categories
0 responses
20
The spectral Sullivan conjecture on symmetric-power layers
The spectral Sullivan conjecture. The connective Bousfield class of $L(k)$ is the same as that of some type $k$ finite spectrum.
openFrom papersbousfield-localization chromatic-homotopy-theory stable-homotopy-theory
0 responses
7
The height n Telescope Conjecture for spectra
The height $n$ Telescope Conjecture. The Bousfield class of $T(n)$ agrees with the Bousfield class of $K(n)$ :
openFrom papersbousfield-localization chromatic-homotopy-theory stable-homotopy-theory
0 responses
7

Hovey–Palmieri conjectures on Bousfield classes