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A definition of interval order relation reflecting decision makers' preference is proposed for comparing interval numbers.
So far there have been all sorts of definitions of the interval order relations based on various mathematical approaches [37 39] with the exception of the order relation (preceq_{mw}) mentioned above.
To avoid the limitations of indirect algorithms for solving interval optimization models, we have proposed a direct interval optimization algorithm for uncertain structures by introducing the concept of the degree of interval constraint violation (DICV) [27] based on Hu's "center first halfwidth next" interval order relation [28].
There was no interaction between irregularity and interval order (F 5,80) =0.6, NS).
Following the same procedure, blocks of trials were made for each conditioned interval (order was counterbalanced across participants).
However, the accuracy of map interval order is of intrinsic importance to the dissection of complex quantitative traits [ 51].
Similar(46)
This relates to finding the set of non-overlapping structure elements in the two sequences that maximize the score under the requirement that the interval ordering is preserved.
While this framework map is reasonably comprehensive, it will undoubtedly evolve with the addition of more markers, allowing the establishment of linkage on unrepresented chromosomes, and refining interval orders for those existing linkage groups.
A set of structure elements in the first and second sequence, which preserves the interval ordering is called a feasible structure element alignment and must satisfy the following two requirements.
To support planning of inspection intervals, order statistics were used to predict the time to early fatigue failures in a structure with a number of similar weld details.
The theoretical criterion tells us that a fixed-interval ordering policy becomes preferable when we make forecasting error small, but otherwise, a fixed-size ordering policy is better.
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