💡 Words with a Similar Meaning to "Setoid"
Found via reverse dictionary — words that share a conceptual meaning.
| Word | Definition |
|---|---|
| equivalence classnoun | (set theory) Any one of the subsets into which an equivalence relation partitions a set, each of these subsets containing all the elements of the set that are equivalent under the equivalence relation. |
| equivalence relationnoun | (set theory) A binary relation that is reflexive, symmetric and transitive. |
| relationnoun | The manner in which two things may be associated. |
| semigroupoidnoun | (mathematics) A form of partial algebra in category theory. |
| quotient setnoun | (mathematics, given some set and an equivalence relation on that set) the set consisting of all equivalence classes |
| setsnoun | (informal) Set theory. |
| posetnoun | (set theory, order theory) A partially ordered set. |
| semigroupnoun | (mathematics) Any set for which there is a binary operation that is closed and associative. |
| hom-setnoun | (category theory) The set or collection of all morphisms from A to B for some given ordered pair (A, B) of objects from some given category. |
| set theorynoun | (mathematics) The mathematical theory of sets. |
| correspondencenoun | (uncountable) Reciprocal exchange of civilities, especially conversation between persons by means of letters. |
| equivalencenoun | (uncountable) The condition of being equivalent or essentially equal. |
| groupoidnoun | (algebra and category theory) A set with a partial binary operation that is associative and has identities and inverses. |
| supersetnoun | (set theory) (symbol: ⊇) With respect to another set, a set such that each of the elements of the other set is also an element of the set. |
| structurenoun | A cohesive whole built up of distinct parts. |
| subsetnoun | A group of things or people, all of which are in a specified larger group. |
| greedoidnoun | (combinatorics) A particular type of set system. |
| monoidnoun | (algebra, functional programming) A set which is closed under an associative binary operation, and which contains an element which is an identity for the operation. |
| ordered setnoun | (mathematics) A totally ordered set. |
| set operationnoun | (set theory) A mathematical operation that returns a set taking one or more sets as input. |
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