View source for cajni

==== valsi ====
cajni
==== type ====
experimental gismu
==== creator ====
[[personal/krtisfranks|krtisfranks]]
==== time entered ====
Sun Feb 19 05:16:37 2017
 
== English ==
=== Definition #69359 - Preferred ===
 
==== definition ====
x<sub>1</sub> is a binary operator which is commutative in space/under conditions/on (or endowing) set x<sub>2</sub>; x<sub>1</sub> and x<sub>2</sub> are each abelian (in different senses).
==== notes ====
Denote x<sub>1</sub> by "♤"; for any elements x,y in the set of concern, if '♤' is commutative, then x♤y = y♤x, where equality is defined in the space. "Commutative property"/"commutativity" = "ka(m)( )cajni". See also: [[socni|socni]], [[sezni|sezni]], [[dukni|dukni]], [[facni|facni]].
==== gloss words ====

<ul><li>[[natlang/en/abelian|abelian ; commutative]]</li><li>[[natlang/en/commutative operator|commutative operator]]</li><li>[[natlang/en/commutative property|commutative property]]</li></ul>

==== created by ====
[[personal/krtisfranks|krtisfranks]]
==== vote information ====
1
     
==== time ====
Wed Feb 22 20:21:52 2017



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=== Etymology ===