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math.CT2020★ 1 cited
On Diers theory of Spectrum II: Geometries and dualities
Axel Osmond
This second part comes to the construction of the spectrum associated to a situation of multi-adjunction. Exploiting a geometric understanding of its multi-versal property, the spe…
math.CT2020★ 3 cited
On Diers theory of Spectrum I : Stable functors and right multi-adjoints
Axel Osmond
Diers developed a general theory of right multi-adjoint functors leading to a purely categorical, point-set construction of spectra. Situations of multiversal properties return set…