closed interval


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closed interval

n.
A set of numbers consisting of all the numbers between a pair of given numbers and including the endpoints.

closed interval

n
(Mathematics) maths an interval on the real line including its end points, as [0, 1], the set of reals between and including 0 and 1
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Noun1.closed interval - an interval that includes its endpoints
interval - a set containing all points (or all real numbers) between two given endpoints
open interval, unbounded interval - an interval that does not include its endpoints
References in periodicals archive ?
Tenders are invited for Carrying out Direct Current Voltage Gradient(DCVG) Survey & Closed Interval Potential Survey(CIPS) along the Chennai-Bangalore Petroleum product Pipeline and rectification of identified pipeline coating defects.
As always in posets, the closed interval [[sigma], [tau]] in P is the set {[pi] | [sigma] [less than or equal to] [pi] [less than or equal to] [tau]}, and the open interval ([sigma], [tau]) (the interior of [[sigma], [tau]]) is the set {[pi] | [sigma] < [pi] < [tau]}, where "<" and "[less than or equal to]" have the usual meaning.
About fuzzy theory, Zadeh (1965) firstly proposed the theory of Fuzzy Sets, The core idea is to extend membership function to any value in the closed interval [0,1].
Hence the closed interval A represents an uncertain number x [member of] [[a.
Let's consider the closed interval [a, b], which is a part of wider interval [A, B] (Fig.
The said polynomial is self-integrating in the closed interval [0,1].
Assume that x denotes an uncertain parameter in the structural reliability problem, and it varies within a closed interval [x.
1) [mu](x) is a continuous mapping from R to the closed interval [0,1]
The Closed interval [0, 1] has the fixed point property.
Let f(x) be a convex function on the closed interval [a, b].
For a, b [member of] T with a [less than or equal to] b we define the closed interval [a, b] in T by [a, b] = {t [member of] T : a [less than or equal to] t [less than or equal to] b}.
The set of galleries incident to x forms a closed interval of R(A, [r.