File:Associatividadecat.svg
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Summary
[edit]DescriptionAssociatividadecat.svg |
English: Associativity rule commutative diagram (Category Theory) |
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This file was derived from: Associatividadecat.png: |
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This W3C-unspecified vector image was created with Inkscape by hand . |
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Licensing
[edit]Public domainPublic domainfalsefalse |
This image of simple geometry is ineligible for copyright and therefore in the public domain, because it consists entirely of information that is common property and contains no original authorship. |
Original upload log
[edit]This image is a derivative work of the following images:
- File:Associatividadecat.png licensed with Cc-by-sa-3.0-migrated, GFDL
- 2005-12-11T18:56:41Z Campani 253x287 (6426 Bytes) Associativity rule commutative diagram (Category Theory)
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File history
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Date/Time | Thumbnail | Dimensions | User | Comment | |
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current | 06:06, 10 September 2012 | 512 × 595 (1 KB) | Gauravjuvekar (talk | contribs) | changed font to cmmi10 from ubuntu package ttf-lyx | |
10:01, 26 April 2012 | 512 × 647 (2 KB) | Gauravjuvekar (talk | contribs) | optimized | ||
09:13, 26 April 2012 | 512 × 647 (6 KB) | Gauravjuvekar (talk | contribs) | validation | ||
09:09, 26 April 2012 | 512 × 647 (6 KB) | Gauravjuvekar (talk | contribs) | validation | ||
09:05, 26 April 2012 | 512 × 647 (6 KB) | Gauravjuvekar (talk | contribs) | validation/arrows | ||
08:54, 26 April 2012 | 465 × 587 (8 KB) | Gauravjuvekar (talk | contribs) | == {{int:filedesc}} == {{Information |Description={{en|Associativity rule commutative diagram (Category Theory)}} |Source={{Derived from|Associatividadecat.png|display=50}} |Date=2012-04-26 08:48 (UTC) |Author=*File:Associatividadecat.png: [[User... |
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File usage on Commons
The following 3 pages use this file:
File usage on other wikis
The following other wikis use this file:
- Usage on en.wikipedia.org
- Semigroupoid
- Bicategory
- Graded category
- Connected category
- Pulation square
- Category of small categories
- Autonomous category
- Tricategory
- Template:Categorytheory-stub
- Leray's theorem
- Dinatural transformation
- Categorical set theory
- N-monoid
- Essentially surjective functor
- Product category
- Diagonal morphism
- Diagonal functor
- PROP (category theory)
- Dual object
- Distributive category
- Category of finite-dimensional Hilbert spaces
- Tetracategory
- Weak n-category
- Distributive law between monads
- Traced monoidal category
- Well-pointed category
- Generator (category theory)
- Category of manifolds
- Polyad
- Dialectica space
- N-category number
- Quantaloid
- J. Peter May
- Global element
- Sketch (mathematics)
- Stone functor
- Amnestic functor
- Weak inverse
- Isbell duality
- Freyd cover
- AB5 category
- Internal category
- Polygraph (mathematics)
- Dominant functor
- Preradical
- Finitely generated object
- Adhesive category
- Dold–Kan correspondence
- Classifying topos
- Effaceable functor
View more global usage of this file.
Metadata
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