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The axiomatic definition of intervals in fuzzy graphs are used to define intervals in different fuzzy graph structures like fuzzy trees and complete fuzzy graphs.
Hence, predictive models should be assessed through: the analysis of the experimental error of the data, the evaluation of the models AD as well as the definition of intervals of confidence for the predictions.
Good studies will report the definition of intervals in compliance with definitions in the Aarhus statement (Weller et al, 2012).
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A definition of interval order relation reflecting decision makers' preference is proposed for comparing interval numbers.
Based on the gH-differentiability, we give the definition of interval-valued invex functions as follows.
The improvement is gained from the definition of interval violation vector and the robustness-based preferential guidelines.
On the other hand, these definitions were motivated by our attempt to arrive at a definition of interval random variables and investigate the corresponding statistical properties.
The definition of interval-valued invexity in this paper is more general than that of weak invexity given in [20] (see Theorem 4 and Example 4).
Since the definition of interval-valued invex functions defined in [20] considered the end-point functions, we call them weakly invex functions in this paper.
F is called measurable if the inverse image of each open set is a measurable set: if O ⊂ R k is open, then F − 1 ( O ) ∈ A. We are now in a position to introduce the definition of interval random variables and interval stochastic processes.
In our study, we extended the definition of interval cancer until the 30th month, because each screening round can last up to 6 months.
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