IVNS

AcronymDefinition
IVNSIn-Vehicle Navigation System
IVNSIncline Village Nursery School (Incline Village, NV)
IVNSImmuno Video Nephelometer System
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In Section 2, the basic definition and some properties about SVNS and IVNS are given.
Some Similarity Measures of Neutrosophic Sets Based on the Euclidean Distance and Their Application in Medical Diagnosis
Trillium developed its SecureCAR IVN (in-vehicle network) security platform as one pillar of a comprehensive cybersecurity suite called SecureIoT, delivering the requisite multi-layered automotive cyber-system from IVN to IPS to SecureOTA.
Trillium Announces the SecureCAR SDK and Introduces The 'BrainBox' IVN-in-a-Box
The IVNS is a generalization of the single valued neutrosophic set, in which the three membership functions are independent and their value belong to the unit interval [0, 1].
Regular and totally regular interval valued neutrosophic hypergraphs
Furthermore, we extend the method to interval-valued neutrosophic set (IVNS).
The Weighted Distance Measure Based Method to Neutrosophic Multiattribute Group Decision Making
In order to accelerate the convergence speed and improve the solution quality, the later optimization process is proposed in the IVNS algorithm.
Dynamic vehicle routing using an improved variable neighborhood search algorithm
flower, weight) f_upper_dot_product *= pow(ivnn._i_upper, weight) return IVNN(1 - t_lower_dot_product, 1 - t_upper_dot_product, [??] i_lower_dot_product, i_upper_dot_product, f_lower_ dot_product, [??] f_upper_dot_product) 7.2 IVNS Helper Methods
Novel Open Source Python Neutrosophic Package
Note that a given IVNHGH = (X, E, R) with underlying set X, where E = ([E.sub.1], [E.sub.2], ..., [E.sub.m]} is the collection of non-empty family of IVN subsets of X, and R is IVN relation on IVN subsets Ej such that:
Isomorphism of interval valued neutrosophic hypergraphs
In 2014 Anjan Mukherjee and Sadhan Sarkar [140] defined the Hamming and Euclidean distances between two interval valued neutrosophic soft sets (IVNS sets) and they also introduced similarity measures based on distances between two interval valued neutrosophic soft sets.
Contributions of Selected Indian Researchers to Multi Attribute Decision Making in Neutrosophic Environment: An Overview
The same authors [10] also introduced a generalization of the single valued neutrosophic set, namely the interval valued neutrosophic set (IVNS), in which the three membership functions are independent, and their values belong to the unit interval [0, 1].
Isomorphism of bipolar single valued neutrosophic hypergraphs
B = {<x, {[[T.sup.L.sub.B](x), [T.sup.U.sub.B](x)],[[I.sup.L.sub.B](x), [I.sup.U.sub.B](x)],[[F.sup.L.sub.B](x), [F.sup.U.sub.B](x)])> | x [member of] X} be two IVNS. Then the following relations are defined as follows:
Interval Neutrosophic Tangent Similarity Measure Based MADM strategy and its Application to MADM Problems
The same authors [16, 18] introduced as well the concept of interval valued neutrosophic set (IVNS), which is more precise and flexible than the single valued neutrosophic set.
Interval valued neutrosophic graphs
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