Fully faithful tt-functors force their Balmer spectra to be quotients with connected fibers, and the new unitation construction yields explicit equivariant spectrum computations.
tt-geometry of Tate motives over algebraically closed fields
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The tensor triangular geometry of fully faithful functors
Fully faithful tt-functors force their Balmer spectra to be quotients with connected fibers, and the new unitation construction yields explicit equivariant spectrum computations.