Category:Definitions/Ordered Tuples
Jump to navigation
Jump to search
This category contains definitions related to Ordered Tuples.
Related results can be found in Category:Ordered Tuples.
Let $n \in \N$ be a natural number.
Let $\N^*_n$ be the first $n$ non-zero natural numbers:
- $\N^*_n := \set {1, 2, \ldots, n}$
An ordered tuple (of length $n$) is a finite sequence whose domain is $\N^*_n$.
Subcategories
This category has the following 2 subcategories, out of 2 total.
O
- Definitions/Ordered Pairs (14 P)
- Definitions/Ordered Triples (6 P)
Pages in category "Definitions/Ordered Tuples"
The following 36 pages are in this category, out of 36 total.
O
- Definition:Ordered n-Tuple
- Definition:Ordered Pair
- Definition:Ordered Quadruple
- Definition:Ordered Singleton
- Definition:Ordered Triple
- Definition:Ordered Tuple
- Definition:Ordered Tuple as Ordered Set
- Definition:Ordered Tuple as Ordered Set/Ordered Quadruple
- Definition:Ordered Tuple as Ordered Set/Ordered Singleton
- Definition:Ordered Tuple as Ordered Set/Ordered Triple
- Definition:Ordered Tuple as Ordered Set/Ordered Tuple
- Definition:Ordered Tuple Defined by Sequence
- Definition:Ordered Tuple on Set
- Definition:Ordered Tuple/Also defined as
- Definition:Ordered Tuple/Also known as
- Definition:Ordered Tuple/Defined by Sequence
- Definition:Ordered Tuple/Definition 1
- Definition:Ordered Tuple/Definition 2
- Definition:Ordered Tuple/Empty
- Definition:Ordered Tuple/Notation
- Definition:Ordered Tuple/On Set
- Definition:Ordered Tuple/Ordered Couples and Ordered Pairs
- Definition:Ordered Tuple/Term