subset
/ˈsʌbˌsɛt/
Meanings
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noun
A subset is a collection of elements from a larger set, having the same properties as the larger set and sharing the same fundamental attributes.
- "The set of all prime numbers is a subset of the natural numbers."
- "The set of even numbers is a subset of the set of integers."
Pronunciation
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Source: "https://commons.wikimedia.org/w/index.php?curid=1780411"
Antonyms
superclass , superset
Synonyms
subclass
Variants
List of all variants of subset that leads to same resultsubset , subsets
Etymology
origin and the way in which meanings have changed throughout history.The term 'subset' comes from the Latin word 'sub' meaning 'under' or 'below' and 'set' meaning 'a group of things'. It was first used in mathematics in the late 19th century.
Trivia
Any details, considerations, events or pieces of information regarding the word-
The smallest non-empty subset of a set is called an element.
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In set theory, the empty set is considered to be a subset of every set.
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Subsets can be represented visually using Venn diagrams.
Related Concepts
informations on related concepts or terms closely associated with the word. Discuss semantic fields or domains that the word belongs to-
superset: A superset is a set that contains all the elements of another set and possibly some additional elements.
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proper subset: A proper subset is a subset that does not contain all the elements of the larger set.
Culture
Any cultural, historical, or symbolic significance of the word. Explore how the word has been used in literature, art, music, or other forms of expression.Subsets have been used extensively in various fields of mathematics and computer science, particularly in set theory, algebra, and database systems.
How to Memorize "subset"
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visualize
- Visualize a smaller set contained within a larger set, with the smaller set being the subset.
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associate
- Associate the word 'subset' with the idea of a collection of elements that belong to a larger set.
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mnemonics
- Use the mnemonic 'S is a U' to remember that a subset is a collection of elements from a larger set (U).
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Highlighting:
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