The Hilton-Heckmann argument for the anti-commutativity of cup products
By Maria M. Suarez-Alvarez. 2004
63 citations recorded by the source corpus.
Subfields: Discrete Mathematics and Combinatorics, Geometry and Topology, Mathematical Physics
View Paper: https://www.semanticscholar.org/paper/2197577a7474f43e449ff030ba2073e0bded215a
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In Discrete Mathematics and Combinatorics
In Geometry and Topology
- Greg Stevenson
- S. Iyengar
- L. Avramov
- Oyvind Solberg
- Oystein Skartsaeterhagen
- Chrysostomos Psaroudakis
- Ryo Takahashi
- Henning Krause
In Mathematical Physics
- Greg Stevenson
- L. Avramov
- Oyvind Solberg
- Oystein Skartsaeterhagen
- Chrysostomos Psaroudakis
- S. Iyengar
- Ryo Takahashi
- Henning Krause
Citations in the corpus
- Support theory via actions of tensor triangulated categories (2011, background): “It is a standard fact, given our compatibility conditions, that the graded endomorphism ring of the unit is graded commutative (see for example [40]) from which it is straightforward that this is a map of graded commutative rings.”
- Constructing modules with prescribed cohomological support (2007, background): “[24] M. Suarez-Alvarez, The Hilton-Heckmann argument for the anti-commutativity of cup products, Proc.”
- Gorenstein categories, singular equivalences and finite generation of cohomology rings in recollements (2014, background): “1] (see also [62], which proves graded commutativity of several cohomology theories in a uniform way).”