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Dagger category
A Subtle Introduction to Category Theory
The Morita Theory of Quantum Graph Isomorphisms
Categories of Quantum and Classical Channels (Extended Abstract)
Compact Inverse Categories 11
Most Human Things Go in Pairs. Alcmaeon, ∼ 450 BC
The Way of the Dagger
Categories of Relations As Models of Quantum Theory
A Survey of Graphical Languages for Monoidal Categories
Categories with Fuzzy Sets and Relations
Dagger Symmetric Monoidal Category
Fusion Categories
Inversion, Iteration, and the Art of Dual Wielding 3
Introduction to Categorical Quantum Mechanics
Classical Structures Based on Unitaries
Dagger Compact Closed Categories and Completely Positive Maps (Extended Abstract)
Operator Algebras in Rigid C*-Tensor Categories
Compact Inverse Categories Are Only Commuta- Tive in That Their Endohomset of Scalars Is Always Commutative
Orthomodular Lattices, Foulis Semigroups and Dagger Kernel Categories
Top View
Frobenius-Eilenberg-Moore Objects in Dagger 2-Categories
The Universal Property of Infinite Direct Sums in C $^* $-Categories and W
Categorical Models for Quantum Computing
Cloak and Dagger
Topological C*-Categories
MONOIDAL CHARACTERISATION of GROUPOIDS and CONNECTORS 3 the Arrow P1 Is a Regular Epimorphism Whenever G Is a Regular Epimorphism
Completeness Results for the Graphical Language of Dagger Compact Closed Categories
A Categorical Reconstruction of Quantum Theory
LIMITS in DAGGER CATEGORIES 1. Introduction
MONADS on DAGGER CATEGORIES 1. Introduction
Brief Tour of Quantum Mechanics, Computation, and Category Theory
This Thesis Has Been Submitted in Fulfilment of the Requirements for a Postgraduate Degree (E.G. Phd, Mphil, Dclinpsychol) at the University of Edinburgh
Crossed Simplicial Group Categorical Nerves
Quantum Logic in Dagger Kernel Categories
Categories of Relations As Models of Quantum Theory
Arxiv:1904.10805V1 [Math.CT]
Dagger Compact Closed Categories and Completely Positive Maps (Extended Abstract)
Dagger Category Theory