Galnet - Galician WordNet 3.0

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ili-30-06016853-n CILI: i68410
WordNet Domains: mathematics
SUMO Ontology: Set+
Top Ontology: 3rdOrderEntity+
Basic Level Concept: 07999699-n set
Epinonyms: [2] abstraction
[2] abstraction |1|
[1] ili-30-07999699-n (has_hyperonym) |1|
[0] ili-30-06016853-n (has_hyperonym) |1|
Polarity:
  positive negative
SentiWordNet: 0 0
ML-SentiCon: 0 0
Time:
  past present future atemporal
TempoWordNet: 0 0 0 1

Explore the terminological domain with [Termonet]
PT Variants
- grupo [grˈupu]
Gloss
um conjunto que está fechado, associativa, tem um elemento de identidade e cada elemento tem um inverso
CA Variants
- grup
el grup de nombres naturals
Gloss
Conjunt tancat d'elements en relació associativa on cadascun té un invers, en matemàtiques
EU Variants
- talde
ES Variants
- grupo
EN Variants
- group ['grup]
- mathematical_group
Gloss
a set that is closed, associative, has an identity element and every element has an inverse
DE Variants
- Gruppe
LA Variants
- classis
IT Variants
- gruppo
FR Variants
- ensemble
- groupe
Lexical relations in WordNet via ILI (9) - Show / Hide graph:
Hyperonyms
(has_hyperonym)
07999699-n: (mathematics) an abstract collection of numbers or symbols
Hyponyms
(has_hyponym)
06017053-n: (mathematics) a subset (that is not empty) of a mathematical group
Hyponyms
(has_hyponym)
06017472-n: a group that satisfies the commutative law
Glosses
(gloss)
00157389-a: characterized by or causing or resulting from the process of bringing ideas or events together in memory or imagination
Glosses
(gloss)
03081021-n: an artifact that is one of the individual parts of which a composite entity is made up; especially a part that can be separated from or attached to a system
Glosses
(gloss)
13786748-n: an operator that leaves unchanged the element on which it operates
Glosses
(gloss)
13858833-n: something inverted in sequence or character or effect
Glosses
(rgloss)
06017053-n: (mathematics) a subset (that is not empty) of a mathematical group
Glosses
(rgloss)
13591586-n: (mathematics) the number of elements in a set or group (considered as a property of that grouping)