set of integers

Summary

set of integers is a countably infinite set^[1].

Key Facts

• set of integers's instance of is recorded as countably infinite set^[2].
• set of integers's instance of is recorded as integer interval^[3].
• set of integers's instance of is recorded as set^[4].
• set of integers's part of is recorded as set of numbers with finite decimal representations^[5].
• set of integers's part of is recorded as set of algebraic integers^[6].
• set of integers's part of is recorded as ring of rational integers^[7].
• set of integers's Unicode character is recorded as ℤ^[8].
• set of integers's has part is recorded as set of non-negative integers^[9].
• set of integers's has part is recorded as set of non-positive integers^[10].
• set of integers's has part is recorded as set of integers without zero^[11].
• set of integers's described by source is recorded as ISO 80000-2:2019 Quantities and units — Part 2: Mathematics^[12].
• set of integers's defining formula is recorded as \mathbb{Z} = {\ldots, -2, -1, 0, 1, 2, \ldots}^[13].
• set of integers's studied by is recorded as theory of integers^[14].
• set of integers's studied by is recorded as number theory^[15].
• set of integers's studied by is recorded as Q114716375^[16].
• set of integers's has part is recorded as integer^[17].
• set of integers's MathWorld ID is recorded as Z^[18].
• set of integers's set cardinality is recorded as aleph null^[19].
• set of integers's Larousse ID is recorded as divers/ℤ/102727^[20].
• set of integers's maintained by WikiProject is recorded as WikiProject Mathematics^[21].
• set of integers's in defining formula is recorded as \mathbb{Z}^[22].
• set of integers's Arab Encyclopedia concept ID is recorded as 142^[23].