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8 daysRemove use of deprecated nameJacques Comeaux
8 daysAdd cartesian structure to category of semimodulesJacques Comeaux
8 daysConstruct Sys functor from wiring diagrams to CatsJacques Comeaux
9 daysDerive cartesian from semiadditive daggerJacques Comeaux
9 daysShow category of commutative conoids is cartesianJacques Comeaux
11 daysAdd boolean latticeJacques Comeaux
11 daysUse latest agda-categoriesJacques Comeaux
12 daysGeneralize systems to (co)commutative (co)monoidsJacques Comeaux
12 daysAdd semimodules to commutative monoids functorJacques Comeaux
12 daysInclude missing propertiesJacques Comeaux
12 daysFix equivalence of rig homomorphismsJacques Comeaux
12 daysAdd category of commutative monoidsJacques Comeaux
13 daysAdd Nat to category of maps of Mat(Bool) functorJacques Comeaux
13 daysAdd functional matricesJacques Comeaux
2026-07-07Update circuit valuesJacques Comeaux
2026-07-07Update circuit typecheckerJacques Comeaux
2026-07-07Update matrices and vectorsJacques Comeaux
2026-04-30Add monoids / monoid objects in setoids equivalenceJacques Comeaux
2026-04-29Simplify construction of matrix endofunctorJacques Comeaux
2026-04-29Add endofunctor for matrices of fixed sizeJacques Comeaux
2026-04-28Add endofunctor for Vectors of fixed lengthJacques Comeaux
2026-04-27Add bounded distributive latticesJacques Comeaux
2026-04-03Add free functor from rig-matrices to semimodulesJacques Comeaux
2026-04-02Add categories of Rigs, Bisemimodules, and SemimodulesJacques Comeaux
2026-04-02Reorganize matrix codeJacques Comeaux
2026-03-29Add semimodule of vectors over a commutative rigJacques Comeaux
2026-03-29Add bisemimodule of vectors over a rigJacques Comeaux
2026-03-28Begin separating vector concepts from matricesJacques Comeaux
2026-03-27Build dagger 2-poset Mat(R) for idem. comm. rig RJacques Comeaux
2026-03-27Add commutative rig matrix semiadditive structureJacques Comeaux
2026-03-27Add dagger structure for commutative rig matricesJacques Comeaux
2026-03-26Add cocartesian structure to category of matricesJacques Comeaux
2026-03-25Use agda-categories definition of split idempotentJacques Comeaux
2026-03-25Add looped wiring diagrams and merge functorJacques Comeaux
2026-03-25Add pull functor from relations to wiring diagramsJacques Comeaux
2026-03-25Add category of maps of a dagger 2-posetJacques Comeaux
2026-03-25Define dagger-2-posetsJacques Comeaux
2026-03-24Add monoidal structure to category of posetsJacques Comeaux
2026-03-24Use new dagger reasoning combinatorJacques Comeaux
2026-03-24Add split idempotentsJacques Comeaux
2026-03-19Add category of matrices over an arbitary rigJacques Comeaux
2026-03-14Add wiring diagram equalitiesJacques Comeaux
2026-03-14Refactor wiring diagramsJacques Comeaux
2026-03-14Add "idempotent" semiadditive dagger categoriesJacques Comeaux
Semiadditive dagger categories in which the induced commutative monoid on each hom-set is idempotent, or (equivalently), is a join semilattice. I don't know if there is a better name for this concept.
2026-03-14Allow square brackets in circuit lang identifiersJacques Comeaux
2026-03-14Refactor systems and add looped systemsJacques Comeaux
2026-03-12Add semiadditive dagger categoriesJacques Comeaux
2026-03-10Add preliminary category of wiring diagramsJacques Comeaux
2026-03-08Add monoidal category of finite relationsJacques Comeaux
2026-01-13Fix modules broken by addition of strong SymMonCatJacques Comeaux