Decision makers were asked to associate the end points of intervals to each word.
By the extreme value theorem, if f is continuous in the interval of τ∈[0,1], then at some point of the interval, f attains a global maximum and a global minimum [32 34].
We then remove the interval from heap since it is guaranteed that the value of the right end point of the interval removed from the heap is the same as the right end point of the interval reached in scanned list L. We continue removing intervals from heap until the priority value of the head element of the heap remains unchanged.
expressing a width of association given by the length of the interval consisting of values "3" in ; expressing a central point of the interval; expressing an order of TOA obtained from in the examined couple.
This process obtains maximum over a bounded interval and n(r̂n−r) converges weakly to the left end point of this interval.
(t_{n}=nDelta t), (n=0,1,2,ldots,N), indicates grid points on time interval ([0,T]) and (x_{i}=iDelta x), (i=0,1,2,ldots,M), is the grid point of space interval ([0,1]).
In [8] it was proven that a function defined on an interval is 3-convex if and only if it is 3-convex at every point of the interval.
A function is said to be continuous on an interval, or subset of its domain, if and only if it is continuous at each point of the interval.
In 2016 the Anthropocene Working Group recommended that the year 1950 serve as the starting point of the interval.
This is due to the fact that in the proof the properties are fulfilled at every point of the interval.
