mathematical group (Q3386): Difference between revisions

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Created a new Item: mathematical group, algebraic set with an invertible, associative internal operation admitting a neutral element
 
 
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Property / instance of
 
Property / instance of: ordered pair / rank
 
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Property / instance of: ordered pair / qualifier
 
Property / instance of: ordered pair / qualifier
 
Property / subclass of
 
Property / subclass of: monoid / rank
 
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Property / subclass of
 
Property / subclass of: inverse semigroup / rank
 
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Property / subclass of
 
Property / subclass of: Moufang loop / rank
 
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Property / subclass of
 
Property / subclass of: groupoid / rank
 
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Property / subclass of
 
Property / subclass of: epigroup / rank
 
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Property / subclass of
 
Property / subclass of: algebraic structure / rank
 
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Property / subclass of
 
Property / subclass of: group object / rank
 
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Property / subclass of: group object / qualifier
 
Property / subclass of
 
Property / subclass of: loop / rank
 
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Property / has list
 
Property / has list: Examples of groups / rank
 
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Property / has quality
 
Property / has quality: closure / rank
 
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Property / has quality
 
Property / has quality: associativity / rank
 
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Property / has quality
 
Property / has quality: identity element / rank
 
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Property / has quality
 
Property / has quality: inverse element / rank
 
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Property / has quality
 
Property / has quality: Latin square property / rank
 
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Property / has part(s)
 
Property / has part(s): set / rank
 
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Property / has part(s)
 
Property / has part(s): binary operation / rank
 
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Property / has part(s)
 
Property / has part(s): identity element / rank
 
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Property / has part(s)
 
Property / has part(s): inverse / rank
 
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Property / properties for this type
 
Property / properties for this type: group cardinality / rank
 
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Latest revision as of 19:41, 23 February 2023

algebraic set with an invertible, associative internal operation admitting a neutral element
  • group
Language Label Description Also known as
English
mathematical group
algebraic set with an invertible, associative internal operation admitting a neutral element
  • group

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