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Construction of spectra of triangulated categories without tensor structure and applications to commutative rings (1811.06312v1)
Published 15 Nov 2018 in math.AC and math.RT
Abstract: In this paper, as an analogue of the spectrum of a tensor triangulated category introduced by Balmer, we define a spectrum of a triangulated category which does not necessarily admit a tensor structure. We apply it for some triangulated categories associated to a commutative noetherian ring.
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