# tuple

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Related to Finite sequence: finite series, Geometric sequence, Infinite sequence

## tu·ple

(to͞o′pəl, tŭp′əl)
n.
A generalization of ordered pairs, such as (-3, 4), and ordered triples, such as (0, -3, 5), in any dimension. An n-tuple is an ordered list of n numbers and can represent a point in n-dimensional space.

[From -tuple, as in quintuple or sextuple.]

## tuple

(ˈtjʊpəl; ˈtʌpəl)
n
(Computer Science) computing a row of values in a relational database
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Let us recall that a function s : [a,b] [right arrow] X is called simple if there is a finite sequence [mathematical expression not reproducible] of Lebesgue measurable sets such that [E.sub.m] [intersection] [E.sub.l] = [theta] for m [not equal to] l and [mathematical expression not reproducible], and in this case the Bochner integral of s is [mathematical expression not reproducible].
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