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Articles 1621 - 1650 of 42096
Full-Text Articles in Entire DC Network
"Everyone Got To Eat My Tears": Racialized Emotions, Mentoring Practices, And The Political And Ethical Commitments Of Women Of Color Graduate Students In Stem, Machienvee V. Lammey
"Everyone Got To Eat My Tears": Racialized Emotions, Mentoring Practices, And The Political And Ethical Commitments Of Women Of Color Graduate Students In Stem, Machienvee V. Lammey
Sociology ETDs
In this project, I examine the emotional and lived experiences of women of color (WOC) graduate students in science, technology, engineering, and mathematics (STEM) and how they embody and negotiate racism, classism, and sexism in academia, particularly in White, men-dominated STEM spaces. I utilize critical race theory and intersectionality to shed light on how WOC draw upon their intersecting identities, marginalization, and sense of community to navigate and resist oppressive environments. Specifically, I highlight the ways they experience racialized emotions and leverage vulnerability to resist dominant academic norms and controlling images to preserve their holistic selves, engage in critical reflexivity …
Transforming Academic Librarianship Through Ai Reskilling: Insights From The Gpt-4 Exploration Program, Leo S. Lo
University Libraries & Learning Sciences Faculty and Staff Publications
The emergence of Artificial Intelligence (AI) in academic librarianship necessitates a corresponding evolution in librarians' competencies. This case study examines the GPT-4 Exploration Program at the University of New Mexico's College of University Libraries and Learning Sciences, which aimed to foster a culture of continuous learning and innovation by providing hands-on experience with advanced AI technology. Drawing on Malcolm Knowles' Adult Learning Principles, the program's structure and implementation are analyzed, highlighting the diverse range of projects undertaken by participants. The study reveals that effective AI reskilling involves cultivating a culture of continuous learning, adaptability, and collaborative exploration, anchored in a …
Approach To Multi-Criteria Decision-Making In A Neutrosophic Picture Hyper-Soft Set Environment Using Generalized Neutrosophic Topsis, Manpreet Kaur, Akanksha Singh
Approach To Multi-Criteria Decision-Making In A Neutrosophic Picture Hyper-Soft Set Environment Using Generalized Neutrosophic Topsis, Manpreet Kaur, Akanksha Singh
Neutrosophic Sets and Systems
Given the complexity of today’s world, we might need to work with numbers requiring multi-attribute functions, such as those having positive, neutral, and negative membership and those having truth, indeterminacy, and falsity membership. Adding these numbers together to get a single real number is the most important factor. In situations like this, decision-makers have more difficult choices and are unable to apply the single attribute function of the soft set theory. To address this constraint, the hyper-soft set theory with multi-attribute functions is introduced. We combine the notion of neutrosophic hypersoft set with picture fuzzy hypersoft set to form a …
Critical Path Method & Project Evaluation And Review Technique: A Neutrosophic Review, Navya Pratyusha M, Arindam Dey, Said Broumi, Ranjan Kumar
Critical Path Method & Project Evaluation And Review Technique: A Neutrosophic Review, Navya Pratyusha M, Arindam Dey, Said Broumi, Ranjan Kumar
Neutrosophic Sets and Systems
Fuzzy, intuitionistic, and neutrosophic sets are the primary focus of the review investigation under the extension concepts. The significance and use of triangular shape for data representation are investigated. For modelling and expressing ambiguous or complex data, the triangle shape is a useful tool due to its simplicity and computational efficiency. Further study involves the tool of the operations research technique i.e., Network Analysis that helps in implementing and developing using the fuzzy extension principle. Critical Path Method (CPM) & Project Evaluation and Review Technique (PERT) plays a major part in the field of network in various decision-making scenarios using …
Pythagorean Neutrosophic Triplet Groups, Madad Khan, Muhammad Zeeshan, Saima Anis, Florentin Smrandache
Pythagorean Neutrosophic Triplet Groups, Madad Khan, Muhammad Zeeshan, Saima Anis, Florentin Smrandache
Neutrosophic Sets and Systems
It is a well-known fact that groups are the only algebraic structures having a single binary operation that is mathematically so perfect that it is impossible to introduce a richer structure within it. The main purpose of this study is to introduce the notion of the Pythagorean neutrosophic triplet (PNT) which is the generalization of neutrosophic triplet (NT). The PNT is an algebraic structure of three ordered pairs that satisfy several properties under the binary operation (B-Operation) " " . Furthermore, we used the PNTs to introduce the novel concept of a Pythagorean neutrosophic triplet group (PNTG). The algebraic structure …
Hemisphere:Visual Cultures Of The Americas Volume Xvi 2024
Hemisphere:Visual Cultures Of The Americas Volume Xvi 2024
Hemisphere: Visual Cultures of the Americas
No abstract provided.
Wonders Of The Ancestral Puebloans: Astronomers, Engineers, And Magicians Of The Four Corners, Ashar Mobeen
Wonders Of The Ancestral Puebloans: Astronomers, Engineers, And Magicians Of The Four Corners, Ashar Mobeen
Hemisphere: Visual Cultures of the Americas
No abstract provided.
Savor The Tropical Andes: New Geopolitical Approach To Vicente Albán’S Quito Series (1783), Yunji Lee
Savor The Tropical Andes: New Geopolitical Approach To Vicente Albán’S Quito Series (1783), Yunji Lee
Hemisphere: Visual Cultures of the Americas
No abstract provided.
(Review) Caroline Winterer’S How The New World Became Old: The Deep Time Revolution In America, Emmanuel Ramos-Barajas
(Review) Caroline Winterer’S How The New World Became Old: The Deep Time Revolution In America, Emmanuel Ramos-Barajas
Hemisphere: Visual Cultures of the Americas
No abstract provided.
Physical And Stochiometric Controls On Nutrient Uptake And Ecosystem Respiration In Contrasting Sites, Jancoba K. Dorley
Physical And Stochiometric Controls On Nutrient Uptake And Ecosystem Respiration In Contrasting Sites, Jancoba K. Dorley
Civil Engineering ETDs
Meteorological, hydrological, and biogeochemical processes naturally control stream ecosystems. These processes define the frequency and distribution of precipitation and the supply and demand of solutes and particles to support aquatic food chains through space and time. Studies have also found that stream ecosystems are also controlled by anthropogenic activities, which occur on a much shorter timescale. These anthropogenic activities affect stream ecosystems' structure and function from local to planetary changes to the environment. It is essential for scientists and engineers to understand the relationships between naturally occurring processes and those created by human activities for a better interpretation of stream …
Extrayendo El Pulque: Tlachiquero’S Spectral Subjectivity And The Visuality Of Pulque’S Extractive Zone, Joshua L. Gómez
Extrayendo El Pulque: Tlachiquero’S Spectral Subjectivity And The Visuality Of Pulque’S Extractive Zone, Joshua L. Gómez
Hemisphere: Visual Cultures of the Americas
No abstract provided.
‘Focus On’ South America: Mary Upjohn Meader’S 1937 Aerial Photography Of Peru, Chile, Argentina, And Uruguay, Kiki M. Barnes
‘Focus On’ South America: Mary Upjohn Meader’S 1937 Aerial Photography Of Peru, Chile, Argentina, And Uruguay, Kiki M. Barnes
Hemisphere: Visual Cultures of the Americas
No abstract provided.
The Diagnostic Utility Of Merkel Cell Polyoma Virus Immunohistochemistry In Cytology Specimens, Aysha Mubeen, Jeffrey K. Mito
The Diagnostic Utility Of Merkel Cell Polyoma Virus Immunohistochemistry In Cytology Specimens, Aysha Mubeen, Jeffrey K. Mito
Pathology Research and Scholarship
OBJECTIVE: Merkel cell carcinoma (MCC) is an aggressive cutaneous neuroendocrine neoplasm that predominantly affects elderly and immunocompromised patients. Merkel cell polyoma virus (MCPyV) is clonally integrated into the majority of MCCs and has been linked to patient outcomes, playing a central role in the pathogenesis of the disease. We aimed to assess the utility of MCPyV immunohistochemistry (IHC) in the diagnosis of MCC in cytology cell block specimens and correlating with clinicopathologic features.
METHODS: Fifty-three cytology samples of MCC with sufficient cell block material were stained for MCPyV by IHC and scored semi-quantitatively in extent and intensity. Morphologic mimics of …
The Diagnostic Utility Of Merkel Cell Polyoma Virus Immunohistochemistry In Cytology Specimens, Aysha Mubeen, Jeffrey K. Mito
The Diagnostic Utility Of Merkel Cell Polyoma Virus Immunohistochemistry In Cytology Specimens, Aysha Mubeen, Jeffrey K. Mito
Pathology Research and Scholarship
OBJECTIVE: Merkel cell carcinoma (MCC) is an aggressive cutaneous neuroendocrine neoplasm that predominantly affects elderly and immunocompromised patients. Merkel cell polyoma virus (MCPyV) is clonally integrated into the majority of MCCs and has been linked to patient outcomes, playing a central role in the pathogenesis of the disease. We aimed to assess the utility of MCPyV immunohistochemistry (IHC) in the diagnosis of MCC in cytology cell block specimens and correlating with clinicopathologic features.
METHODS: Fifty-three cytology samples of MCC with sufficient cell block material were stained for MCPyV by IHC and scored semi-quantitatively in extent and intensity. Morphologic mimics of …
The Indefinite Symbolic Plithogenic Trigonometric Integrals, Yaser Ahmad Alhasan, Suliman Sheen, Raja Abdullah Abdulfatah, Mohammed Mustafa Ahmed
The Indefinite Symbolic Plithogenic Trigonometric Integrals, Yaser Ahmad Alhasan, Suliman Sheen, Raja Abdullah Abdulfatah, Mohammed Mustafa Ahmed
Neutrosophic Sets and Systems
This paper discussed the indefinite plithogenic trigonometric integrals, where we presented the integrating products of plithogenic trigonometric function, also studying the plithogenic trigonometric identities, which facilitated finding the integral of the associated formulas. In addition to a set of exercises that clarify each idea.
The Refined Indefinite Neutrosophic Integral, Yaser Ahmad Alhasan, Mohammed Mustafa Ahmed, Raja Abdullah Abdulfatah, Suliman Sheen
The Refined Indefinite Neutrosophic Integral, Yaser Ahmad Alhasan, Mohammed Mustafa Ahmed, Raja Abdullah Abdulfatah, Suliman Sheen
Neutrosophic Sets and Systems
This work presented the refined neutrosophic indefinite integral, where the substitution method for calculating integrals in the refined neutrosophic field that contain two part of indeterminacy (��1,��2) was presented. We also proved a theorem through which we were able to find most of the integrals for the refined neutrosophic functions.
Fuzzy Metric Spaces Of The Two-Fold Fuzzy Algebra, Hazim M. Wali Al-Tameemi
Fuzzy Metric Spaces Of The Two-Fold Fuzzy Algebra, Hazim M. Wali Al-Tameemi
Neutrosophic Sets and Systems
This paper is dedicated to defining and studying for the first time the concept of fuzzy metric spaces based on two-fold fuzzy algebras, where the elementary properties of this new concept will be studied and presented by many theorems and related examples that explain the validity of our work. Also, many different types of open and closed balls will be discussed, as well as the relationships between these metric substructures.
Single-Valued Quadripartitioned Neutrosophic D-Ideal Of D-Algebra, Bimal Shil, Rakhal Das, Carlos Granados, Suman Das, Binod Chandra Tripathy
Single-Valued Quadripartitioned Neutrosophic D-Ideal Of D-Algebra, Bimal Shil, Rakhal Das, Carlos Granados, Suman Das, Binod Chandra Tripathy
Neutrosophic Sets and Systems
The conception of single-valued quadripartitioned neutrosophic d-ideal (SVQN-d-I) of single-valued quadripartitioned neutrosophic d-algebra (SVQN-d-A) as an expansion of neutrosophic d-Ideal and neutrosophic d-Algebra has been attempted to be introduced in this article. Additionally, we identify various characteristics of them. Additionally, SVQN-d-I and SVQN-d-A examples have been provided.
Single-Valued Pentapartitioned Neutrosophic Soft Set, Bimal Shil, Suman Das, Rakhal Das, Surapati Pramanik
Single-Valued Pentapartitioned Neutrosophic Soft Set, Bimal Shil, Suman Das, Rakhal Das, Surapati Pramanik
Neutrosophic Sets and Systems
Soft set (SS) and neutrosophic set (NS) are important mathematical concepts to deal with uncertainty. NS was further extended to pentapartitioned neutrosophic set (PNS) to deal with uncertainty comprehensively. In order to expand the concept of single-valued pentapartitioned neutrosophic set (SVPNS) and SS, the paper aims to introduce the concept of single-valued pentapartitioned neutrosophic soft set (SVPNS-Set) by adding the ideas of SS and SVPNS together. Furthermore, based on SVPNS-Set, several definitions, examples, properties, propositions and theorems have been established.
Solving The Minimum Spanning Tree Problem Under Interval-Valued Fermatean Neutrosophic Domain, Souhail Dhouib, Vidhya K, Said Broumi, Mohamed Talea
Solving The Minimum Spanning Tree Problem Under Interval-Valued Fermatean Neutrosophic Domain, Souhail Dhouib, Vidhya K, Said Broumi, Mohamed Talea
Neutrosophic Sets and Systems
In classical graph theory, the minimal spanning tree (MST) is a subgraph that lacks cycles and efficiently connects every vertex by utilizing edges with the minimum weights. The computation of a minimum spanning tree for a graph has been a pervasive problem over time. However, in practical scenarios, uncertainty often arises in the form of fuzzy edge weights, leading to the emergence of the Fuzzy Minimum Spanning Tree (FMST). This specialized approach is adept at managing the inherent uncertainty present in edge weights within a fuzzy graph, a situation commonly encountered in real-world applications. This study introduces the initial optimization …
Harnessing Pliancy Tree Soft Sets In Heart Diseases For Extracting Beneficial Rules Of Association Rules, Gawaher S. Hussein, Khalid A. Eldrandaly, Abdelnasser H. Zaied, Samar L. Elhawy, Mona Mohamed
Harnessing Pliancy Tree Soft Sets In Heart Diseases For Extracting Beneficial Rules Of Association Rules, Gawaher S. Hussein, Khalid A. Eldrandaly, Abdelnasser H. Zaied, Samar L. Elhawy, Mona Mohamed
Neutrosophic Sets and Systems
Cardiovascular diseases (CVDs)continue to be the primary cause of mortality, accounting for approximately one-third of all fatalities globally. This spawned the proposal of models in several studies. Accordingly, this study contributed to diagnosing heart disease through suggesting soft diagnosis paradigm. Various techniques have been volunteered for serving the suggested paradigm toward achieving its objective. Additionally, this study provided set of contributions. For instance, Tree Soft Technique (TrST) is applied for the first time for forming attributes and sub attributes of patients into nodes and sub-nodes of Tree to obtain relations between it. Even, the study support stakeholders to making accurate …
N Example Of Two-Fold Fuzzy Algebras Based On Neutrosophic Real Numbers, Abdallah Shihadeh, Khaled Ahmad Matarneh, Raed Hatamleh, Randa Bashir Hijazeen, Abdallah Al-Husban, Mowafaq Omar Al-Qadri
N Example Of Two-Fold Fuzzy Algebras Based On Neutrosophic Real Numbers, Abdallah Shihadeh, Khaled Ahmad Matarneh, Raed Hatamleh, Randa Bashir Hijazeen, Abdallah Al-Husban, Mowafaq Omar Al-Qadri
Neutrosophic Sets and Systems
This paper is dedicated to defining and studying for the first time a two-fold algebra over the neutrosophic real number ring by merging the fuzzy set mapping with the algebraic operations of the neutrosophic real number ring. Also, we study the elementary algebraic properties of the defined two-fold algebra through its algebraic operations and substructures such as homomorphisms and ideals.
Theory Of Distances In Neutrogeometry, Erick González Caballero, Florentin Smarandache
Theory Of Distances In Neutrogeometry, Erick González Caballero, Florentin Smarandache
Neutrosophic Sets and Systems
NeutroGeometry is one of the most recent approaches to geometry. In NeutroGeometry mod els, the main condition is to satisfy an axiom, definition, property, operator and so on, that is neither entirely true nor entirely false. When one of these concepts is not satisfied at all it is called AntiGeometry. One of the problems that this new theory has had is the scarcity of models. Another open problem is the definition of angle and distance measurements within the framework of NeutroGeometry. This paper aims to introduce a general theory of distance measures in any NeutroGeometry. We also present an algorithm …
A Comprehensive Decision Algorithm For The Analysis Of Renewable Energy Source Selection Problem Using Pythagorean Neutrosophic Fuzzy Sets, D. Sasirekha, P. Senthilkumar
A Comprehensive Decision Algorithm For The Analysis Of Renewable Energy Source Selection Problem Using Pythagorean Neutrosophic Fuzzy Sets, D. Sasirekha, P. Senthilkumar
Neutrosophic Sets and Systems
Nowadays, to achieve sustainable development and avoid devastating impacts on the environment, India is making rapid and broad changes to green energy technology. In order to provide long-term energy security with lower emissions, renewable energy sources are essential. It is well known that renewable energy technologies, or RETs, have the capacity to significantly meet the demand for electricity while lowering pollution levels. The nation has set up an ecologically friendly energy route in recent years. In this paper, we apply multi-criteria decision making (MCDM) models to determine the best renewable energy technology for India. We use the MULTIMOORA model to …
Neutrosophic Statistics For Enhanced Time Series Analysis Of Unemployment Trends In Ecuador, Stephanie M. Delgado Estrada, Katia Del Rocio Ruiz Molina, Fernando Enrique Ponce Orella-Na, Jorge Luis Chabusa Vargas
Neutrosophic Statistics For Enhanced Time Series Analysis Of Unemployment Trends In Ecuador, Stephanie M. Delgado Estrada, Katia Del Rocio Ruiz Molina, Fernando Enrique Ponce Orella-Na, Jorge Luis Chabusa Vargas
Neutrosophic Sets and Systems
This study harnesses advanced time series models ARIMA, ETS, and SARIMA, coupled with neutrosophic statistics, to forecast unemployment trends through interval-based predictions. Transforming these predictions into neutrosophic forms enables the quantification of indeterminacy, providing a nuanced interpretation of potential economic scenarios. The integration of neutrosophic statistics enhances the interpretative power and accuracy of these models, offering a deeper insight into the inherent uncertainties of economic forecasting. The approach reveals not only the variabilities and potential outcomes within the unemployment rates but also strengthens the decision-making processes by presenting data that encompass both precision and indeterminacy. This paper underscores the importance …
Utility Of Neurodynamic Techniques In Diabetes Mellitus From The Plitogenic Statistical Approach, Lisbeth Josefina Reales Chacón, Josselyn G. Bonilla Ayala, Andrea Carolina Peñafiel Luna, Paul Adrian Arias Cordova, Angela Campos Moposita
Utility Of Neurodynamic Techniques In Diabetes Mellitus From The Plitogenic Statistical Approach, Lisbeth Josefina Reales Chacón, Josselyn G. Bonilla Ayala, Andrea Carolina Peñafiel Luna, Paul Adrian Arias Cordova, Angela Campos Moposita
Neutrosophic Sets and Systems
Diabetes mellitus type 2 is an illness condition in which the glucose level is abnormal and causes harm to the peripheral nervous fibers originating the diabetic neuropathy. The major frequent damage occurs in the sensory-motor system, whose sym ptoms include alteration in tactile perception, temperature, and loss of sensitivity in hands and feet. The evidence for treatments that include neural mobilization is limited, so this study aims to determine if intervention strategies with neural mobilization improve both sensory and functional responses in the neuropathy diabetic peripheral. We selected plithogenic statistics to carry out the statistical study because this disease is …
New Similarity Measures For Neutrosophic Binary Topology Using Euclidean Distance, J. Elekiah, G. Sindhu
New Similarity Measures For Neutrosophic Binary Topology Using Euclidean Distance, J. Elekiah, G. Sindhu
Neutrosophic Sets and Systems
This paper focuses on introducing a new similarity measure for the neutrosophic binary set.Similarity measure are used in multi attribute desicion making problems to find the difference be tween the alternatives.In this paper a new measure based on Euclidean distance is introduced to find the measure between two binary single valued neutrosophic set.Further its is applied in a multi attribute desicion problem to see the attainability of the proposed measure
Cubic Spherical Neutrosophic Sets And Selection Of Electric Truck Using Cosine Similarity Measure, S. Krishnaprakash, R. Mariappan, Said Broumi
Cubic Spherical Neutrosophic Sets And Selection Of Electric Truck Using Cosine Similarity Measure, S. Krishnaprakash, R. Mariappan, Said Broumi
Neutrosophic Sets and Systems
The concepts of cubic spherical neutrosophic sets (CSNSs), introduced and investigated by Gomathi et al. [5], o er a geometric representation of collection of neutrosophic sets (NSs), enhancing their ability to capture uncertainty. The formulation characterizes information using points on a sphere with a de ned center and radius, providing a more precise depiction of fuzziness inherent in uncertain data. The cubic spherical neutrosophic Archimedean triangular norms(ATN) and conorms (ATCN), expanding the models capabilities to handle uncertainty. These algebraic operators enable the aggregation and combination of uncertain informa tion, o ering a more comprehensive approach to decision-making. The research further …
Analysis Of Scientific Production On Neutrosophy: A Latin American Perspective, Oscar E. Velázquez-Soto, Eduardo Enrique Chibas Muñoz, Maykel Leyva Vazquez, Lee Yang Díaz Chieng, Jesús Estupiñan Ricardo
Analysis Of Scientific Production On Neutrosophy: A Latin American Perspective, Oscar E. Velázquez-Soto, Eduardo Enrique Chibas Muñoz, Maykel Leyva Vazquez, Lee Yang Díaz Chieng, Jesús Estupiñan Ricardo
Neutrosophic Sets and Systems
Neutrosophy is a branch of philosophy proposed in 1998 by Romanian philosopher and mathematician F. Smarandache, which studies the origin, nature, and scope of neutrality and its interaction with different spectra of ideas. Because it is a relatively new field, specific scientific production on this subject may be limited, but as it develops, new research and contributions are likely to emerge. This is why it is becoming more necessary to undertake studies to understand the evolution, impact, and scope of research, especially in a context where it had never been examined in depth before: in the Latin American region. This …