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Articles 1381 - 1410 of 42096
Full-Text Articles in Entire DC Network
A Neutrosophic Approach For Breast Mass Detection In Digital Mammogram Images, Sofia Jennifer J, Kalaivani C
A Neutrosophic Approach For Breast Mass Detection In Digital Mammogram Images, Sofia Jennifer J, Kalaivani C
Neutrosophic Sets and Systems
Breast cancer is the most common type of cancer that affect women and yet there is no substantive cure. On early diagnosis of breast lesions with this size using mammogram would help the affected tumor patients have a good survival rate. Detecting cancer cells is a challenging task and hence we propose a single valued neutrosophic approach for segmenting breast tumor lesions in mammogram images. In this neutrosophic approach, the intensity values are represented as truth, indeterminacy and falsity membership in where the indeterminacy are noise, and the breast regions are the true and falsity values. The computations of these …
Neutrosophic Industry 5.0 Inventory Model With Technology Driven Demand And Costs Parameters, A. Theeba, Nivetha Martin, Florentine Smarandache
Neutrosophic Industry 5.0 Inventory Model With Technology Driven Demand And Costs Parameters, A. Theeba, Nivetha Martin, Florentine Smarandache
Neutrosophic Sets and Systems
In this age of technology, the manufacturing sectors are embracing the elements of industry 5.0 to setup a robust kind of production process. This research work proposes a novel neutrosophic production inventory model encompassing the cost parameters of technology inaddition to the conventional inventory costs. In this model the demand is expressed as function of technology of the form αe^(-βt)+γt with the coefficients α, β and γdealing with the initial demand, decrease in demand over time and increase in demand with the adoption of new technology. The neutrosophic model developed in this work addresses the decision circumstances of indeterminacy in …
Neutrosophic Logic To Navigate Uncertainty Of Security Events In Mexico, Mohammad Saif Wajid, Hugo Terashima Marin, Mohd Anas Wajid, Florentin Smarandache, Satya Bhushan Verma, Mohammad Kaif Wajid
Neutrosophic Logic To Navigate Uncertainty Of Security Events In Mexico, Mohammad Saif Wajid, Hugo Terashima Marin, Mohd Anas Wajid, Florentin Smarandache, Satya Bhushan Verma, Mohammad Kaif Wajid
Neutrosophic Sets and Systems
A significant degree of uncertainty surrounds security events in Mexico because of the interaction of multiple socioeconomic and political elements. Conventional probabilistic and logical approaches frequently fall short of properly handling this uncertainty. To effectively navigate and manage security incidents in Mexico, this study suggests applying neutrosophic logic, an extension of classical logic that allows for indeterminacy and partial knowledge. Neutrosophic logic provides a more adaptable framework for making decisions in uncertain contexts by simultaneously handling true, false, and indeterminate values. In this study, we have created a neutrosophic-based model that includes metrics like social unrest, economic instability, and crime …
Tec 21 Model And Critical Thinking: An Ncm-Based Neutrosophic Analysis In Higher Education, Mohd Anas Wajid, Claudia Camacho-Zuñiga, Florentin Smarandache, Hugo Terashima-Marin, Mohammad Saif Wajid, Mohammad Kaif Wajid
Tec 21 Model And Critical Thinking: An Ncm-Based Neutrosophic Analysis In Higher Education, Mohd Anas Wajid, Claudia Camacho-Zuñiga, Florentin Smarandache, Hugo Terashima-Marin, Mohammad Saif Wajid, Mohammad Kaif Wajid
Neutrosophic Sets and Systems
With a growing emphasis on developing transverse competencies in students, many educational institutions are trying to revolutionize the traditional system of education. One among others is TEC de Monterrey in Mexico which refines its educational models so that the students can be nourished with the skills that prepare them not only for the present but for years to come. Among skill development transverse competencies are considered a key to the successful career development of a student that emphasizes on critical thinking aspect. So mainly the the educational models try to inculcate or enhance the critical thinking of students. Towards this …
Fermatean Fuzzy Α-Homeomorphism In Fermatean Fuzzy Topological Spaces, Revathy Aruchsamy, Inthumathi Velusamy
Fermatean Fuzzy Α-Homeomorphism In Fermatean Fuzzy Topological Spaces, Revathy Aruchsamy, Inthumathi Velusamy
Neutrosophic Sets and Systems
A relatively new development in fuzzy set theory, Fermatean fuzzy sets (FFSs) were developed for working with higher-level, uncertain data. They provide an even more robust structure for characterizing degree of membership and degree of non-membership, extending on the notions of Pythagorean fuzzy sets (PFSs) and Intuitionistic fuzzy sets (IFSs). There are multiple fields of mathematics and applications that depend extensively on topological generalization of open sets. Topological spaces can be described and analyzed with the aid of homeomorphisms, which provide an empirical way to identify whether two spaces are identical in a topological sense with respect to their essential …
Aczel-Alsina Power Average Aggregation Operators Of Singlevalued Neutrosophic Under Confdence Levels And Theirapplication In Multiple Attribute Decision Making, S Bharathi, S Mohanaselvi
Aczel-Alsina Power Average Aggregation Operators Of Singlevalued Neutrosophic Under Confdence Levels And Theirapplication In Multiple Attribute Decision Making, S Bharathi, S Mohanaselvi
Neutrosophic Sets and Systems
In decision making scenarios, dealing with imprecise information through extensions of fuzzy sets is crucial. Among these extensions, single valued neutrosophic set (SVNS) are especially effective at managing and interpreting such imprecise data. In the current study, decision makers confidence levels, derived from their familiarity with the assessed objects, are combined with the primary data within a neutrosophic framework. This paper focuses on developing innovative confidence single valued neutrosophic (SVN) aggregation operators (AO) that utilize the recently developed Aczel-Alsina (AA) operational laws and power AO (PAO) to capture the interrelationships among aggregated single valued neutrosophic numbers (SVNN). Specifically, it introduces …
The Study Of Neutrosophic Algebraic Structures And Itsapplication In Medical Science, Binu R, Paul Isaac
The Study Of Neutrosophic Algebraic Structures And Itsapplication In Medical Science, Binu R, Paul Isaac
Neutrosophic Sets and Systems
Neutrosophic exact sequence and its construction is presented as algebraic structure in this article. A mathematical construction known as a neutrosophic exact sequence expands the implications of an exact sequence from classical algebra to the domain of neutrosophic sets. This work introduces a full description of neutrosophic exact sequence of R-modules as a structural preserving tools and discusses the fundamental features. Additionally we examine the role of beta level sets in neutrosophic sets and investigate the neutrosophic split exact sequence.
Neutrosophic Soft Cubic Refined Sets, Anitha Cruz R
Neutrosophic Soft Cubic Refined Sets, Anitha Cruz R
Neutrosophic Sets and Systems
This paper presents a novel approach to the Neutrosophic Soft Cubic Re ned Set (NSCRS), which serves as the foundation for combining the theory of soft sets, the already-existing Neutrosophic cubic set, and the Neutrosophic re ned set and Neutrosophic Soft Cubic Set. Further introduced are the internal neutrosophic soft cubic re ned set (INSCRS) and external neutrosophic soft cubic re ned set (ENSCRS), along with their various properties, including P-order, P-union, P-intersection, and R-order, R-union, and R-intersection neu- trosophic soft cubic re ned set.
Cubic Spherical Neutrosophic Sets For Advanced Decision-Making, S Gomathi, M. Karpagadevi, S. Krishnaprakash, A. Revathy, Said Broumi
Cubic Spherical Neutrosophic Sets For Advanced Decision-Making, S Gomathi, M. Karpagadevi, S. Krishnaprakash, A. Revathy, Said Broumi
Neutrosophic Sets and Systems
In the context of aggregation operators and multiple criteria decision-making, this article presents the idea of cubic spherical neutrosophic sets. The notion of neutrosophic informations are transform into a geometric sphere by determining its center and radius. This advanced geometrical representation extends traditional neutrosophic informations. This study defines and discusses weighted additive and weighted geometric aggregation operators tailored to cubic spherical neutrosophic sets that are vital for handling complex and uncertain information. Practical example, such as evaluating fertilizer brands for coconut farming, illustrate their application in decision-making contexts. By integrating cubic spherical neutrosophic sets into multiple criteria decision-making frameworks, decision …
Topological Aspects Of Set-Valued Mappings Defned On Neutrosophic Normed Spaces, Vakeel A. Khan, Mohd Kamran
Topological Aspects Of Set-Valued Mappings Defned On Neutrosophic Normed Spaces, Vakeel A. Khan, Mohd Kamran
Neutrosophic Sets and Systems
Samarandache [43] introduced neutrosophoic sets to generalize the theory of fuzzy sets. In this paper we modify the definition of neutrosophic normed space with help of continuous neutrosophic t-representable norm. Then we study the statistical graphical convergence and pointwise convergence of the sequences of setvalued functions defined on modified version of neutrosophic normed space and give some related theorems. We also introduce neutrosophic upper and lower semi continuities of set valued maps to develop the link between these convergences.
The Periodicity Of Square Fuzzy Neutrosophic Soft Matricesbased On Minimal Strong Components, Rameshware K, Kavitha M, Murugadass P
The Periodicity Of Square Fuzzy Neutrosophic Soft Matricesbased On Minimal Strong Components, Rameshware K, Kavitha M, Murugadass P
Neutrosophic Sets and Systems
In this paper Minimal Strong Component (MSC) of a Fuzzy Neutrosophic Soft Matrix (FNSM) is suggested. By employing the connection of periodicity behaviours of FNSM with its cut matrices, the periodicity of power sequence of FNSMis described. Especially the concepts of MSC is given and the periodicity of a FNSM by its (Theorem-4.10) on the basis of the above results, the greatest value max P li=n = [li] of the periodicity of all SFNSM for a given positive integer n is obtained. So in a case we have clearly resolved the problem of the greatest value of all periodicity FNSM …
Convexity For Interval Valued Neutrosophic Setsand Its Application In Decision Making, Suthi Keerthana Kumar, Vigneshwaran Mandarasalam, Saied Jafari, Rose Venish Ayyakanupillai Gnanaudhayam, Vidyarani Lakshmanadas
Convexity For Interval Valued Neutrosophic Setsand Its Application In Decision Making, Suthi Keerthana Kumar, Vigneshwaran Mandarasalam, Saied Jafari, Rose Venish Ayyakanupillai Gnanaudhayam, Vidyarani Lakshmanadas
Neutrosophic Sets and Systems
The notion `Convexity' is applied in various areas of mathematics particularly in optimization tech- niques. It is known that this concept is applied in fuzzy sets, which is studied by many authors. This article deals with convexity utilized for neutrosophic and interval valued neutrosophic sets which is a generalization of intuitionistic fuzzy sets. Also some interesting preservation properties of convexity under intersection operators in interval valued neutrosophic sets are discussed. Adding to the discussion, preservation property of digital convexity under intersection using deformation and other techniques are touched upon. Eventually the appli- cation of convexity to decision making are illustrated …
Numerical Techniques For Solving Ordinary Differentialequations With Uncertainty, Augus Kurian, I R. Sumathi
Numerical Techniques For Solving Ordinary Differentialequations With Uncertainty, Augus Kurian, I R. Sumathi
Neutrosophic Sets and Systems
In this article, we derive a numerical solution to the ordinary differential equation with a neutrosophic number as the initial condition.The Adams-Bashforth, Adams-Moulton, and predictorcorrector algorithms are used to solve the differential equation with hexagonal neutrosophic number as the initial condition. The convergence and stability of the methods are also investigated.
N Xb* Gx - Closed Sets In Neutrosophic Topological Spaces, Suthi Keerthana Kumar, Vigneshwaran Mandarasalam, Saied Jafari, Vidyarani Lakshmanadas
N Xb* Gx - Closed Sets In Neutrosophic Topological Spaces, Suthi Keerthana Kumar, Vigneshwaran Mandarasalam, Saied Jafari, Vidyarani Lakshmanadas
Neutrosophic Sets and Systems
In neutrosophic topological spaces, the notion of neutrosophic xb* gx -closed sets, neutrosophic xb* gx -border, and neutrosophic xb* gx -frontier are described and their properties are discussed. The con- nection between neutrosophic xb* gx -frontier and neutrosophic xb* gx -border are established
Neutrosophic Analysis On Internalization Of Higher Education In Indian Perspective, Nivetha Martin, Said Broumi, N. Ramila Gandhi, P. Pandiammal
Neutrosophic Analysis On Internalization Of Higher Education In Indian Perspective, Nivetha Martin, Said Broumi, N. Ramila Gandhi, P. Pandiammal
Neutrosophic Sets and Systems
The developing nations of the Asian continent, especially India, are trying to elevate the educational standards by inaugurating the portals of international institutional linkages. Collaboration with foreign universities provides opportunities for the aspiring students to confer degrees from world premier institutions by stationing in their host nation. At the same time, the consequential impacts of the institutional linkages beyond the contours of countries need special attention to investigate on the dimensions of social, economic and culture. This chapter aims to make an intensive study on the challenges and impacts of institutional linkages between Institutions belonging to developing and developed nations. …
On Supra Neutrosophic Multiset Topological Spaces, S. P. R. Priyalatha, S. Vanitha, R. Sowndariya, S. Deeipthi
On Supra Neutrosophic Multiset Topological Spaces, S. P. R. Priyalatha, S. Vanitha, R. Sowndariya, S. Deeipthi
Neutrosophic Sets and Systems
In this article, we present a novel concept of the supra neutrosophic multiset topological space. We describe the behaviour of neutrosophic sets and multiset with in this framework. Additionally, we define the supra neutrosophic open multiset (SNOMS), supra neutrosohic closed multiset (SNCMS), supra neutrosophic interior multiset, and supra neutrosophic closure multiset, and provide examples to illustrate their properties
On Neutrosophic Crisp G#Α Closed Set Operators, K. Tharani, V. Kokilavani
On Neutrosophic Crisp G#Α Closed Set Operators, K. Tharani, V. Kokilavani
Neutrosophic Sets and Systems
The concept of g#α closed set in general topological spaces was first introduced by Muthukumaraswamy K et. al.,. Recently, kokilavani V, Tharani K et. al., introduced neutrosophic crisp g#α closed set in neutrosophic crisp topological space. Now, in this present paper, we introduced and study the neutrosophic crisp topological properties of neutrosophic crisp g#α interior, neutrosophic crisp g#α closure, neutrosophic crisp g#α frontier, neutrosophic crisp g#α border, neutrosophic crisp g#α exterior via the concept of neutrosophic crisp g#α open set.
Study Of The Immunoserological Patterns Of Respiratory Infections In Children Under 15 Years Of Age In The Riobamba Region Based On Refined Neutrosophic Statistics, Lizbeth Geovanna Silva Guayasamín, Christian Andrés Silva Sarabia, Lisbeth Josefina Reales Chacón, Isaac Germán Pérez Vargas, Natalia Eliana Cáceres Cadena, Cesar Lenin Pilamunga Lema, Carlos Antonio Escobar Suárez, María José Terán Bejarano
Study Of The Immunoserological Patterns Of Respiratory Infections In Children Under 15 Years Of Age In The Riobamba Region Based On Refined Neutrosophic Statistics, Lizbeth Geovanna Silva Guayasamín, Christian Andrés Silva Sarabia, Lisbeth Josefina Reales Chacón, Isaac Germán Pérez Vargas, Natalia Eliana Cáceres Cadena, Cesar Lenin Pilamunga Lema, Carlos Antonio Escobar Suárez, María José Terán Bejarano
Neutrosophic Sets and Systems
Acute respiratory infection (ARI) is an important cause of consultation in the emergency room and depending on the general condition of the person; it can become complicated and lifethreatening. The general objective of this study is to identify the immunoserology of acute respiratory infections in children under 15 years of age in the city of Riobamba, Ecuador in 2023; it consists of a statistical study in 85 children and adolescents. This research made it possible to identify the presence or absence of acute respiratory infections. The infections found are provoked by viruses, atypical bacteria, or a combination of both pathogens. …
On Perserving Neutrosophic G-Closed Sets, Archana Kumari Prasad, Samajh Singh Thakur, Saeid Jafari
On Perserving Neutrosophic G-Closed Sets, Archana Kumari Prasad, Samajh Singh Thakur, Saeid Jafari
Neutrosophic Sets and Systems
In this paper we extend the concepts of a-closed and a-continuous mappings to neutrosophic topological spaces and obtain several results concerning the preservation of neutrosophic g-closed sets. Further more we characterize neutrosophic T12 -spaces in terms of neutrosophic a-continuous and neutrosophic a-closed mappings and obtain some of the basic properties and characterization of these mappings
Schweizer-Sklar Power Aggregation Operators Based On Complexsingle-Valued Neutrosophic Information Using Smart And Their Application In Green Supply Chain Management, Priyadharshini S, Mohanaselvi S
Schweizer-Sklar Power Aggregation Operators Based On Complexsingle-Valued Neutrosophic Information Using Smart And Their Application In Green Supply Chain Management, Priyadharshini S, Mohanaselvi S
Neutrosophic Sets and Systems
A complex single-valued neutrosophic (CSVN) set is a very useful tool to handle the uncertainty, inconsistency, and ambiguity of knowledge in a periodic framework. The Schweizer-Sklar (SS) t-norm (TN) and t-conorm (TCN) enhance the flexibility of a procedure for aggregation depending on its parameters, whereas the power aggregation(PA) operator prevents insufficient impact of excessively high or low arguments on the results. Based on the idea of Schweizer-Sklar power aggregation operators, this paper aims to propose a number of aggregation operators such as complex single-valued neutrosophic Schweizer-Sklar power weighted averaging (CSVNSSPWA), complex single-valued neutrosophic Schweizer-Sklar power ordered weighted averaging (CSVNSSPOWA). Weights …
Spherical Fermatean Neutrosophic Topology, P. Roopadevi, M. Karpagadevi, S. Gomathi, S. Krishnaprakash, Said Broumi
Spherical Fermatean Neutrosophic Topology, P. Roopadevi, M. Karpagadevi, S. Gomathi, S. Krishnaprakash, Said Broumi
Neutrosophic Sets and Systems
In this paper, we introduce Spherical Fermatean Neutrosophic Topological Spaces (SFNTS), ex- panding on neutrosophic sets characterized by Degrees of Membership (DoM), Degrees of Indeterminacy (DoI) and Degrees of Non-Membership (DoN). Fermatean neutrosophic sets in a universe satisfy the conditions where the sum of the cubes of the DoM and DoN is between zero and one and the cube of the DoI is between zero and one. The DoM, DoI and DoN are represented accordingly. We de ne a Spherical Fermatean Neutrosophic Set (SFNS) as a set where each element consists of an element in the universe, along with its …
Neutrosophic Set Connected Mappings, S. S. Thakur, S. Jafari, G. Nordo
Neutrosophic Set Connected Mappings, S. S. Thakur, S. Jafari, G. Nordo
Neutrosophic Sets and Systems
In this paper, the concept of neutrosophic connectedness between neutrosophic sets in neutrosophic topological spaces has been introduced. It is shown that a neutrosophic topological space is neutrosophic connected if and only if it is neutrosophic connected between every pair of its nonempty neutrosophic sets. Further, a new class of mappings called neutrosophic set connected mappings has been defined. It is shown that the class of all neutrosophic continuous mappings is a subclass all neutrosophic set-connected mappings. Several properties and characterizations of neutrosophic set-connected mappings in neutrosophic topological spaces have been studied.
On Diminishing Fuzzy Neutrosophic Topological Spaces Over Nano Topology, Jansirani N, Vasugi T, Kamal Nasir V
On Diminishing Fuzzy Neutrosophic Topological Spaces Over Nano Topology, Jansirani N, Vasugi T, Kamal Nasir V
Neutrosophic Sets and Systems
As an extension and also, a necessity to compute the indeterminacy, the concept of diminishing fuzzy sets is protracted to introduce the conception of diminishing fuzzy (single-valued) neutrosophic sets in the standard unit interval. In addition, the axioms of neutrosophic topological spaces are extended to config- ure the collection, diminishing fuzzy neutrosophic topology, and also, the basic theorems of nano topology is incorporated to the case of diminishing fuzzy neutrosophic set in terms of the approximation space and the boundary region by acquiring the same operators for the quantities, non-membership and indeterminacy are also discussed. Moreover, a nano continuous function …
Modified Explicit Scheme For Solving Neutrosophic Fuzzy Heat Equation, Hamzeh Zureigat
Modified Explicit Scheme For Solving Neutrosophic Fuzzy Heat Equation, Hamzeh Zureigat
Neutrosophic Sets and Systems
In this paper, an explicit finite difference method is developed and applied for the first time to solve the neutrosophic fuzzy heat equation. For this purpose, the triangular neutrosophic number is used in both the neutrosophic exact and numerical solution. In addition, solutions of neutrosophic fuzzy heat equation were observed at the (��, ��, ��)-cut with varied time scales. Also, the error between the analytical and numerical solution obtained on the (��, ��, ��)-cut is evaluated and illustrated. A good amount of agreement is seen using closed-form and numerical solutions.
Various Degrees Of Directed Single Valued Neutrosophic Graphs, V. Visalakshi, D. Keerthana, C. Rajapandiyan, Saeid Jafari
Various Degrees Of Directed Single Valued Neutrosophic Graphs, V. Visalakshi, D. Keerthana, C. Rajapandiyan, Saeid Jafari
Neutrosophic Sets and Systems
This paper introduces the concept of Directed Single Valued Neutrosophic Graphs (DSVNG) and explains how to determine the degree and total degree of vertices, considering both indegree and outdegree, along with the maximum and minimum degrees of a DSVNG. The properties of these aspects are analyzed through examples. Additionally, the paper identifies the effective edges of a DSVNG and explores the effective indegree, effective outdegree of vertices, as well as the effective maximum and minimum degrees in relation to indegree and outdegree with examples.
A Study On The Number Of Neutrosophic Crisp Topological Spaces In A Finite Set, Jili Basumatary, Bhimraj Basumatary
A Study On The Number Of Neutrosophic Crisp Topological Spaces In A Finite Set, Jili Basumatary, Bhimraj Basumatary
Neutrosophic Sets and Systems
The computation of formulae for the number of topological spaces is one of the challenging areas of study. The present work aims to find formulae to compute the number of neutrosophic crisp topological spaces having 2-NCrOSs, 3-NCrOSs, and 4-NCrOSs.
Application Of Neutrosophic Fourier Transform In Solving Heat Equation And Integral Equation, Prasen Boro, Bhimraj Basumatary
Application Of Neutrosophic Fourier Transform In Solving Heat Equation And Integral Equation, Prasen Boro, Bhimraj Basumatary
Neutrosophic Sets and Systems
Fourier transform is one of the oldest and well-known technique in the field of mathematics and engineering mathematical works. As the concept of uncertainty has been introduced in the mathematics, most of the works gravitate towards the use Neutrosophic set. So, it is also important to study the Fourier transform in the sense of Neutrosophic set. In this paper we have applied the Neutrosophic Fourier transform in solving heat equation, and integral equation. Where detailed examples are given to clarify each case
More On Neutrosophic Topology, S. Jafari, G. Nordo, S. S. Thakur
More On Neutrosophic Topology, S. Jafari, G. Nordo, S. S. Thakur
Neutrosophic Sets and Systems
The aim of this paper is to introduce the notion of neutrosophic singletons and the induced neutrosophic topology. We also study some of its basic properties.
(M,A,N)-Fuzzy Neutrosophic Sets And Their Topological Structure, Samajh Singh Thakur, Saeid Jafari
(M,A,N)-Fuzzy Neutrosophic Sets And Their Topological Structure, Samajh Singh Thakur, Saeid Jafari
Neutrosophic Sets and Systems
In this paper the concept of (m, a, n)-fuzzy neutrosophic set is introduced and its basic operations are studied. It is shown by examples that the class of (m, a, n)-fuzzy neutrosophic sets properly contains the class of q-rung orthopair neutrosophic sets. Moreover, a topological structure on (m, a, n)-fuzzy neutrosophic sets is created, and the topological notions such as closure, interior, subspace, connectedness, and separation axioms, are extended to (m, a, n)-fuzzy neutrosophic sets and explore their properties in (m, a, n)-fuzzy neutrosophic topological spaces.
A Neutrosophic Solution Of Heat Equation By Neutrosophic Laplace Transform, Gugu Narzary, Bhimraj Basumatary, Giorgio Nordo
A Neutrosophic Solution Of Heat Equation By Neutrosophic Laplace Transform, Gugu Narzary, Bhimraj Basumatary, Giorgio Nordo
Neutrosophic Sets and Systems
This article aims to study the one-dimensional neutrosophic heat equation. In this study, we discuss the one-dimensional heat equation using neutrosophic numbers and provide numerical example to demonstrate the effectiveness of the neutrosophic Laplace transform method.