In this paper, we discuss about Inclusion Measure for ranking the Interval Valued Neutrosophic Sets (IVNSs) by using some distance measure concepts. is an easy way to understand method between IVNSs. We finally illustrate a multi attribute decision making problem reveal strength and usefulness of Measure.

‎The aim of this paper is to establish and prove some results on common fixed point‎ for a pair of multi-valued mappings in complex valued $b$-metric spaces‎. ‎Our‎ ‎results generalize and extend a few results in the literature‎.  

Automatic classiication may be used in object knowledge bases in order to suggest hypothesis about the structure of the available object sets. Yet its direct application meets some diiculties due to the way data is represented: attributes relating objects, multi-valued attributes, non-standard and external data types used in object descriptions. We present here an approach to the automatic clas...

To further increase the speed of computation, this paper aims to design and implement digital circuits entirely within the domain of multi-valued logic. In a fourvalued logic circuit, each wire carries two bits at a time, each logic gate operates two bits at once, and each memory cell records two bits at one time. To make the multi-valued computation possible, this paper describes a simple four...

Abstract A single-valued neutrosophic multi-set is characterized by a sequence of truth membership degrees, indeterminacy degrees and falsity degrees. Nature allows us to consider multiple information in the truth, memberships which pretty useful multi-criteria group decision making. In this paper, we sequences intuitionistic fuzzy values instead numbers define concept fuzzy-valued multi-set. m...

Given a measurable mapping f from a nonatomic Loeb probability space (T; T ; P ) to the space of Borel probability measures on a compact metric space A, we show the existence of a measurable mapping g from (T; T ; P ) to A itself such that f and g yield the same values for the integrals associated with a countable class of functions on T A. A corollary generalizes the classical result of Dvoret...