Words

The strings of length $size$ over a $base$-letter alphabet $\{1, …, base\}$.

SageMathsage.combinat.words.words.Words(base, size)↗SymPyvariations↗mathlib4List.Vector

Words(size, base)the strings of length $size$ over a $base$-letter alphabet $\{1, …, base\}$

Typed signatures

Type	Package	Applies
(integer<0..>, integer<0..>) -> indexed_collection<word>	combinatorics	always

Domain: Collections

Details

• Count is $base^{size}$; the same family as Tuples, with grades reordered.

Examples

1 more kept as data, checked against the oracles

Basic #

$Count(Words(3, 2)) = 8$

live ↗

In$\mathrm{Count}(\mathrm{Words}(3, 2))$Out$8$

The first element in enumeration order

live ↗

In$\mathrm{Words}(3, 2)[1]$Out${\operatorname{Word}}([1, 1, 1])$

About

Examples	3
Crosswalk	SageMathSymPymathlib4

See also: Tuples, BinaryWords