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DescriptionDistributive.svg English: Illustration of the semantics of linguistic distribution Date 11 October 2009 Source Own work based on: Distributive.jpg by...(472 × 252 (9 KB)) - 15:31, 3 August 2022
I, the copyright holder of this work, hereby publish it under the following license: English Simple example of distributive property with rectangles...(978 × 269 (10 KB)) - 03:42, 12 October 2020
BY-SA 4.0 Creative Commons Attribution-Share Alike 4.0 truetrue English Distributive law monads mult1 Wikimedia username: Greatfermat URL: https://commons...(274 × 104 (32 KB)) - 09:49, 7 April 2022
BY-SA 4.0 Creative Commons Attribution-Share Alike 4.0 truetrue English Distributive law monads unit1 author name string: Greatfermat Wikimedia username:...(70 × 36 (21 KB)) - 09:49, 7 April 2022
BY-SA 4.0 Creative Commons Attribution-Share Alike 4.0 truetrue English Distributive law monads mult2 author name string: Greatfermat Wikimedia username:...(733 × 279 (32 KB)) - 09:49, 7 April 2022
BY-SA 4.0 Creative Commons Attribution-Share Alike 4.0 truetrue English Distributive law monads unit2 Wikimedia username: Greatfermat URL: https://commons...(24 × 13 (21 KB)) - 10:36, 7 April 2022
DescriptionVector distributive law.svg Русский: Закон распределительности. English: Vector distributive law. Date 13 August 2024 Source Derivative work...(416 × 370 (28 KB)) - 00:07, 14 August 2024
DescriptionDot product distributive law.svg English: The distributive law for the dot product illustrated. Date 25 November 2012 Source Created using GeoGebra...(155 × 120 (27 KB)) - 22:11, 4 April 2023
geometric justice.}} {{fr|1=Deux sortes de justice : commutative et distributive.}} |Source=travail personnel (own work), based on [[:File:Pyra Uploaded...(358 × 351 (8 KB)) - 23:13, 18 September 2020
File:Distributive.svg is a vector version of this file. It should be used in place of this JPG file when not inferior. File:Distributive.jpg → File:Distributive...(472 × 252 (18 KB)) - 14:10, 30 July 2022
geometric justice.}} {{fr|1=Deux sortes de justice : commutative et distributive.}} |Source=travail personnel (own work), based on [[:File:Pyra Uploaded...(358 × 351 (9 KB)) - 07:15, 30 September 2020
File:Analysis (Osnabrück 2014-2016)Vorlesung11.pdf (matches file content)und mit komponentenweiser Addition und einer Multiplikation, die durch distributive Fortsetzung der Regel X n · X m := X n+m definiert ist. P Ein Polynom...(1,239 × 1,754 (144 KB)) - 09:56, 10 August 2023
DescriptionDistributivity 2.svg 日本語:分配法則の説明図 Date 27 May 2019 Source Own work Author すじにくシチュー...(350 × 250 (9 KB)) - 20:42, 21 August 2024
DescriptionDistributivity diagram.svg Canonical morphism from axb+axc to ax(b+c). Date 1 November 2007 (upload date) Source Own work Author Tlep...(600 × 400 (26 KB)) - 17:11, 20 October 2020
DescriptionProduct-Coproduct Distributivity SVG.svg English: \begin{tikzcd}[sep=large] {} & X & {} \\ %%%%%%%%%%%%%%%%%%%% X×Y \arrow[r,"𝜄_{X×Y}"]\arrow[ur...(284 × 122 (22 KB)) - 03:15, 14 December 2022
DescriptionCross product distributivity.svg English: Cross product distributivity Date 24 May 2013, 13:11:47 Source Own work Author Maschen...(618 × 349 (20 KB)) - 04:04, 26 April 2024
File:Lineare Algebra (Osnabrück 2015-2016)Teil IVorlesung19.pdf (matches file content)und mit komponentenweiser Addition und einer Multiplikation, die durch distributive Fortsetzung der Regel X n · X m := X n+m definiert ist. Ein Polynom P...(1,239 × 1,754 (153 KB)) - 16:14, 16 April 2023
File:Lineare Algebra (Osnabrück 2017-2018)Teil IVorlesung19.pdf (matches file content)und mit komponentenweiser Addition und einer Multiplikation, die durch distributive Fortsetzung der Regel X n · X m := X n+m definiert ist. P Ein Polynom...(1,239 × 1,754 (152 KB)) - 08:37, 31 October 2020
File:Algebraische Kurven (Osnabrück 2017-2018)Vorlesung1.pdf (matches file content)CC-BY-SA-3.0 1 Quelle = Circle.svg , Autor = Benutzer Zorgit auf Commons, Lizenz = CC-BY-SA-3.0 1 Quelle = Ellipse.svg , Autor = Benutzer Zorgit auf...(1,239 × 1,754 (522 KB)) - 02:34, 1 August 2023
✓ The source code of this SVG is valid. Fair use true...(132 × 52 (5 KB)) - 02:06, 17 October 2021
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