19 citations · 68 across the 22 of their papers we have counts for
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math.AG2006★ 1 cited
Torsion classes of finite type and spectra
Grigory Garkusha, Mike Prest
Given a commutative ring R (respectively a positively graded commutative ring $A=\ps_{j\geq 0}A_j$ which is finitely generated as an A_0-algebra), a bijection between the torsion c…
math.AG2006
Reconstructing projective schemes from Serre subcategories
Grigory Garkusha, Mike Prest
Given a positively graded commutative coherent ring A which is finitely generated as an A_0-algebra, a bijection between the tensor Serre subcategories of qgr A and the set of all…
math.KT2006
Homotopy theory of associative rings
Grigory Garkusha
A kind of unstable homotopy theory on the category of associative rings (without unit) is developed. There are the notions of fibrations, homotopy (in the sense of Karoubi), path s…