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Day convolution
Day Convolution for Monoidal Bicategories
Ends and Coends
Arxiv:2011.12106V1 [Math.AT] 24 Nov 2020 Over the Graded Ring E∗ := Π∗(E)
Notions of Computation As Monoids (Extended Version)
The Monoidal Centre for Group-Graded Categories 3
Tensor Categorical Foundations of Algebraic Geometry
Notions of Computation As Monoids 3
Categorical Homotopy Theory Emily Riehl
Arxiv:1510.08934V3 [Math.CT] 5 Mar 2018 Granted
Tannaka Duality and Convolution for Duoidal Categories
Combinatorial Species and Labelled Structures
Categories Enriched on Two Sides Max Kellya, Anna Labellab, Vincent Schmittc, Ross Streetd;∗ Aschool of Mathematics & Statistics, University of Sydney, Sydney, N.S.W
Operads for Algebraic Quantum Field Theory
Tensor Topology
Arxiv:1708.09632V3 [Math.AT] 12 Mar 2021 Logical Spaces [May72,BV73]
A Universal Property of the Convolution Monoidal Structure
Symmetric Monoidal Categories and Γ-Categories
UNIVERSITY of CALIFORNIA RIVERSIDE The
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Presheaf Models of Quantum Computation: an Outline