Abstract The Buchsbaum-Eisenbud-Horrocks Conjecture predicts that the i^th Betti number
\beta_i(M) of a nonzero module M of finite length and finite projective dimension over a local …

We discuss the new notion of a lim Cohen-Macaulay sequence of modules over a local ring,
and also a somewhat weaker notion, as well as the theory of content for local cohomology …

We define Adams operations on matrix factorizations, and we show these operations enjoy
analogues of several key properties of the Adams operations on perfect complexes with …

The classical Adams operations are defined on the Grothendieck group of algebraic vector
bundles on a scheme, and are related to Grothendieck's Riemann-Roch Theorem. In these …

We explain the action of the Adams operation Ψ^ k, for an odd integer k, on bup*(Bℤ/p)
mainly by using the injectivity of bup*(Bℤ/p) into the periodic case K*(Bℤ/p), where the …

Adams operations Ψk on bup* (Bℤ/p)^n - World Scientific News - Tom 156 (2021) - AGRO -
Yadda Przejdź do menu głównego Przejdź do treści Baner z napisem BAZA AGRO PL | EN …

On a conjecture of Dao–Kurano - ScienceDirect Skip to main contentSkip to article Elsevier
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The main goal of this paper is to establish a generalized Lipman-Zariski result in
characteristic zero for complete intersection germs whose singular locus has codimension at …