Category:Commutative diagrams
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Commutative diagrams are mathematical diagrams of objects, also known as vertices, and morphisms, also known as arrows or edges.
Images should include source code, if possible. To request source code, use {{Source code please}}.
collection of maps in which all map compositions starting from the same set and ending with the same set give the same result | |||
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Subcategories
This category has the following 5 subcategories, out of 5 total.
Media in category "Commutative diagrams"
The following 147 files are in this category, out of 147 total.
- AlgebraicGroup diagrams.gif 580 × 189; 4 KB
- AmalgamationProduct.png 600 × 277; 19 KB
- Arrow Diagram.png 250 × 195; 2 KB
- Associatividadecat.png 253 × 287; 6 KB
- Bird foldl map fusion.pdf 766 × 470; 45 KB
- Bird foldl promotion.pdf 1,002 × 470; 29 KB
- Bird horner rule 456789.pdf 1,770 × 618; 40 KB
- Bird horner rule 56789.pdf 1,387 × 618; 40 KB
- Bird horner rule 6789.pdf 1,062 × 618; 39 KB
- Bird map promotion.pdf 885 × 470; 34 KB
- Braid category triangle.svg 275 × 125; 16 KB
- Cat product.svg 149 × 156; 16 KB
- CategoriaImagem.PNG 512 × 384; 8 KB
- CategoricalProduct-03.png 213 × 124; 3 KB
- CategoricalPullback-02.png 213 × 222; 5 KB
- CategoricalPushout-02.png 215 × 218; 5 KB
- Category monoids eta.svg 125 × 113; 14 KB
- CategoryBraiding-02.png 362 × 266; 9 KB
- CliffordAlgebra-01.png 134 × 120; 2 KB
- Cofibration diagram.png 380 × 369; 7 KB
- Coherence law for the multiplication of a monad.svg 80 × 70; 17 KB
- Coherence law for the unit of a monad.svg 79 × 70; 19 KB
- Cokernel of morphism.svg 157 × 106; 14 KB
- Cokernel pair m.png 741 × 327; 16 KB
- Cokernel pair.png 735 × 329; 15 KB
- Cokernel-02.png 210 × 210; 5 KB
- Comma Diagram.png 325 × 211; 3 KB
- Commutative diagram to string diagram.svg 350 × 147; 26 KB
- Commutative diagram zelmerszoetrop.jpg 400 × 160; 7 KB
- CommutativeDiagramExample.png 189 × 110; 3 KB
- CommutingDiagram.JPG 201 × 129; 7 KB
- Comonoid2.png 279 × 124; 5 KB
- Composition diagram of spaces.png 178 × 179; 4 KB
- Connection between universal diagrams and adjunctions.svg 333 × 155; 23 KB
- Connection between universal elements inducing a functor.svg 333 × 155; 24 KB
- Coproduct-03.png 220 × 92; 3 KB
- Coslice Diagram.png 200 × 167; 2 KB
- Definition of a morphism in a comma category 1.svg 290 × 153; 18 KB
- Definition-of-pseudocompletion.jpg 176 × 124; 4 KB
- Definition-of-pseudosaturation.jpg 179 × 120; 4 KB
- Definizione Prodotto Tensoriale.svg 133 × 61; 13 KB
- Diagram of Fiber Product.jpg 1,536 × 1,066; 51 KB
- Diagram-orthogonality-2.jpg 218 × 146; 5 KB
- Diagram-orthogonality.png 218 × 146; 3 KB
- Diagrama conmutativo.png 225 × 185; 2 KB
- Diagramkernel.png 323 × 214; 9 KB
- DiagramKernelCokernel.png 466 × 97; 2 KB
- Dinatural transfo1.png 450 × 197; 5 KB
- DirectLimit-01.png 212 × 219; 5 KB
- DoublePushout.PNG 271 × 166; 3 KB
- Dual-one.png 792 × 600; 17 KB
- Dual-two.png 813 × 600; 18 KB
- E epimorphism.png 422 × 331; 17 KB
- Envelope-3.jpg 252 × 148; 5 KB
- Epimorphism-01.png 208 × 42; 1 KB
- Equalizer (category theory).png 589 × 392; 12 KB
- Equalizer of the cokernel pair, diagram.png 750 × 200; 11 KB
- Equalizer-01.png 214 × 124; 3 KB
- Equalizerd1d2.png 706 × 208; 11 KB
- Equivariant map commutative diagram.png 958 × 686; 58 KB
- ExponentialObject-01.png 231 × 121; 3 KB
- Extensions groups.png 427 × 222; 9 KB
- Extensions groups2.png 430 × 227; 10 KB
- Exteriorderivnatural.png 195 × 110; 4 KB
- F Algebra Associativity Commutative Diagram.svg 236 × 88; 28 KB
- F Algebra Identity Commutative Diagram.svg 243 × 86; 25 KB
- F Algebra Inverse Commutative Diagram.svg 202 × 86; 26 KB
- FactorFuncion.jpg 137 × 124; 7 KB
- Faltings diagram.png 554 × 467; 10 KB
- Four lemma epic and zero.gif 1,953 × 960; 59 KB
- Four lemma epic nonzero case.gif 1,953 × 960; 73 KB
- Four lemma monic case.gif 1,947 × 1,163; 150 KB
- Free-Boolean-algebra-unit.png 113 × 147; 6 KB
- FunctorCone-03.png 232 × 222; 5 KB
- FunctorCone-04.png 232 × 219; 5 KB
- Homotopy lifting property.png 200 × 144; 7 KB
- HopfAlgebra.png 248 × 235; 6 KB
- Image diagram category theory.svg 400 × 380; 10 KB
- Image Theorie des catégories.png 406 × 312; 10 KB
- Injective module.png 151 × 115; 1 KB
- Injective object.svg 86 × 71; 11 KB
- Injektivesobjekt.png 94 × 114; 783 bytes
- Interchange-Law.png 794 × 175; 4 KB
- IntersectionsInCategories.png 303 × 232; 8 KB
- InverseLimit-01.png 213 × 224; 5 KB
- J-closure.png 898 × 786; 61 KB
- K-algebra.png 5,343 × 781; 64 KB
- K-bialgebra1.png 5,150 × 902; 73 KB
- K-bialgebra2.png 2,288 × 833; 40 KB
- Kan extension universal property diagram.png 201 × 92; 2 KB
- Kartenwechsel.svg 3,720 × 1,063; 215 KB
- KategorienExponential.png 337 × 150; 2 KB
- KerCat02.png 210 × 206; 5 KB
- Lax monoidal funct left unit.png 233 × 119; 4 KB
- Lax monoidal functor braided.svg 288 × 138; 24 KB
- Lax monoidal functor left unit.svg 275 × 138; 27 KB
- Lax monoidal functor right unit.svg 275 × 138; 27 KB
- LeftKanExtension universal property.svg 219 × 92; 7 KB
- LeftKanExtension.svg 219 × 92; 5 KB
- LimitDiagram.png 393 × 156; 3 KB
- Limitefuntor.png 218 × 158; 4 KB
- Mapping cylinder from X to Y.png 179 × 193; 4 KB
- Model category lifting.png 96 × 96; 4 KB
- Model category retract.png 158 × 119; 7 KB
- Monad morphism algebra.svg 168 × 160; 14 KB
- Monad multi algebra.svg 168 × 158; 16 KB
- Monad unit algebra.svg 128 × 125; 16 KB
- Monad unit.png 200 × 104; 2 KB
- Monomorphism-01.png 206 × 42; 1 KB
- Multiplication-comultiplication.png 837 × 210; 21 KB
- Natural phi.svg 496 × 248; 43 KB
- Nerve-2-simplex.png 93 × 98; 2 KB
- NNO definition.png 237 × 110; 2 KB
- Octahedral diagram.jpg 1,244 × 1,634; 146 KB
- Pentagonal diagram for monoidal categories.svg 827 × 169; 29 KB
- Principal fibration.svg 600 × 270; 42 KB
- Prodcat.png 690 × 379; 15 KB
- ProdGrp.png 333 × 153; 8 KB
- Product and Coproduct.png 216 × 186; 3 KB
- Product-Coproduct Distributivity.png 300 × 132; 5 KB
- Pullback (category theory)1.png 518 × 417; 14 KB
- Pullback with order.png 989 × 741; 46 KB
- Pullback.png 210 × 193; 6 KB
- PushOut.png 182 × 138; 4 KB
- R-algebra2.png 267 × 121; 5 KB
- R-coalgebra2.png 266 × 124; 5 KB
- Right Unit Coherence of Tensorial Costrengths.svg 155 × 66; 32 KB
- RightKanExtension universal property.svg 219 × 92; 7 KB
- RightKanExtension.svg 185 × 92; 5 KB
- Stone cech diagram.svg 165 × 100; 17 KB
- Symmetric Monoidal functor.jpg 360 × 183; 13 KB
- Symmetric monoidal natural transformation1.jpg 386 × 153; 13 KB
- Symmetric monoidal natural transformation2.jpg 273 × 142; 6 KB
- Symmetric monoidal unit coherence.png 426 × 201; 7 KB
- Tensor product of algebras.png 392 × 307; 13 KB
- Tensor uni.gif 392 × 100; 2 KB
- Univ rep diag.png 532 × 168; 11 KB
- Universal Property of Quotient Spaces.svg 80 × 58; 11 KB
- UniversalProperty-03.png 214 × 125; 3 KB
- UniversalProperty-04.png 215 × 126; 3 KB
- UniversalProperty-05.png 220 × 136; 4 KB
- VanKampen-01.png 1,628 × 422; 52 KB
- YonedaLemma-02.png 272 × 235; 6 KB
- ਸਪਿੱਨ ਪ੍ਰਸਤੁਤੀ Δ.png 453 × 351; 6 KB


