Intervals are related to the representation of uncertainty. In this sense, we introduce an integral of Gould type for an interval-valued multifunction relative to an interval-valued set multifunction, with respect to Guo and Zhang order relation. Classicaland specific properties of this new type of integral are established and several examples and applications from multicriteria decision making...

Abstract More uncertainty can be obtained when real numbers are extended to intervals. The two new concepts proposed in this work the natural extensions of cognitive interval information and uncertain with numbered values replaced by values. Hence, type some characteristics, structures, degree functions score them analyzed. Two special usages types group decision making show that they have much...

one-third of the people with an age over twenty have some signs of degenerated discs. however, in most of the patients the mere presence of degenerative discs is not a problem leading to pain, neurological compression, or other symptoms. this paper presents an interval type-2 fuzzy hybrid rule-based system to diagnose the abnormal degenerated discs where pain variables are represented by interv...