Difference between revisions of "n-tuple"

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property / part of
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property / part of: relation / rank
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Normal rank
property / part of: relation / reference
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stated in: Elementi di teoria degli insiemi
retrieved:

9 November 2017

Timestamp+2017-11-09T00:00:00Z
Timezone+00:00
CalendarGregorian
Precision1 day
Before0
After0
property / has part
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property / has part: element / rank
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Normal rank
property / subclass of
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property / subclass of: sequence / rank
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Normal rank
property / subclass of
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property / subclass of: ordered set / rank
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Normal rank
property / subclass of: ordered set / reference
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property / MathWorld identifier
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property / MathWorld identifier: n-Tuple / rank
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Normal rank
property / MathWorld identifier: n-Tuple / reference
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property / opposite of
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property / opposite of: unordered n-tuple / rank
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Normal rank
property / opposite of: unordered n-tuple / qualifier
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links / ruwiki / namelinks / ruwiki / name
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links / ukwiki / namelinks / ukwiki / name
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links / enwiki / namelinks / enwiki / name
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links / thwiki / namelinks / thwiki / name
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links / jawiki / namelinks / jawiki / name
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links / simplewiki / namelinks / simplewiki / name
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links / itwiki / namelinks / itwiki / name
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links / etwiki / namelinks / etwiki / name
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links / cawiki / namelinks / cawiki / name
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links / frwiki / namelinks / frwiki / name
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links / nlwiki / namelinks / nlwiki / name
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links / mwlwiki / namelinks / mwlwiki / name
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links / glwiki / namelinks / glwiki / name
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links / nowiki / namelinks / nowiki / name
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links / lvwiki / namelinks / lvwiki / name
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links / kowiki / namelinks / kowiki / name
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links / zhwiki / namelinks / zhwiki / name
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Latest revision as of 04:26, 12 June 2018

finite ordered list of elements;in mathematics, an n-tuple is a sequence (or ordered list) of n elements, where n is a non-negative integer
  • tuple
  • ordered tuplet
  • ordered list
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Language Label Description Also known as
English
n-tuple
finite ordered list of elements;in mathematics, an n-tuple is a sequence (or ordered list) of n elements, where n is a non-negative integer
  • tuple
  • ordered tuplet
  • ordered list

Statements

 
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