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作者:Clark Barwick , Saul Glasman , Jay Shah
来源:[J].Tunisian Journal of Mathematics, 2020, Vol.2 (1), pp.97-146
摘要:... In particular, armed with our new theory of symmetric promonoidal ∞ -categories and a suitable generalization of the second named author’s Day convolution, we endow the ∞ -category of Mackey functors with a well-behaved symmetric monoidal structure. This makes it possi...
作者:Ross Street
来源:[J].Bulletin of the Belgian Mathematical Society - Simon Stevin(IF 0.316), 2012, Vol.19 (5), pp.769-820
摘要:... The second section reviews the light thrown on aspects ofrepresentation theory by the machinery of monoidal category theory,machinery such as braidings and convolution. The category theory ofMackey functors is reviewed in the third section. Some recent materialand a conjectur...
作者:Ben Knudsen
来源:[J].Geometry & Topology(IF 0.974), 2018, Vol.22 (7), pp.4013-4066
摘要:... Our construction pairs the theories of Koszul duality and Day convolution in order to lift to the world of higher algebra the fundamental combinatorics of Beilinson–Drinfeld’s theory of chiral algebras. Like that theory, ours is intimately linked to the geometry of co...
作者:Ben Knudsen
来源:[J].Geometry & Topology(IF 0.974), 2018, Vol.22 (7), pp.4013-4066
摘要:... Our constructionpairs the theories of Koszul duality and Day convolution in orderto lift to the world of higher algebra the fundamental combinatoricsof Beilinson--Drinfeld's theory of chiral algebras. Like that theory,ours is intimately linked to the geometry of configuration...

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