Study of Second Order Hankel Determinants for Convex Functions with Symmetric Points Related with Exponential Function DOI Creative Commons
Huo Tang,

Khalil Ullah,

Muhammad Arif

et al.

Deleted Journal, Journal Year: 2023, Volume and Issue: 2(2), P. 65 - 108

Published: Dec. 30, 2023

This work aims to introduce and study a class of convex functions with symmetric points associated exponential function. The problems under consideration are the first four sharp coefficient bounds, Fekete-Szegö functional, second Hankel determinant. It also includes similar investigations for inverse logarithmic

Language: Английский

Decision Support System Based on Bipolar Complex Fuzzy Hamy Mean Operators DOI Creative Commons

Zhuoan Zhao,

Abrar Hussain, Nan Zhang

et al.

Heliyon, Journal Year: 2024, Volume and Issue: 10(17), P. e36461 - e36461

Published: Aug. 23, 2024

The important feature of the multi-attribute decision-making (MADM) technique is to identify an ideal solution and aggregate collective cognitive fuzzy information human opinion. To serve this purpose, we explore concepts bipolar complex set with positive negative support terms. A few applications Hamy mean (HM) Dual (DHM) models are also discussed find out relationship among input arguments or different preferences. For this, derive a family mathematical approaches by incorporating theory such as (BCFHM), weighted (BCFWHM), (BCFDHM), (BCFWDHM) operators. Derived more applicable can express influence uncertain due involvement additional parameter values. Based on diagnosed research work methodologies, establish decision algorithm for MADM problem resolve real-life dilemmas. An experimental case study demonstrates compatibility derived evaluates investment policy's sustainability based certain parameters. advantages consistency proposed verified in comparative various existing aggregation

Language: Английский

Citations

2

Decision Algorithm for Interval Valued Intuitionistic Fuzzy Heronian Mean Aggregation Operators Based on Aczel Alsina T-Norm DOI Creative Commons
Nan Zhang, Asad Ali, Abrar Hussain

et al.

IEEE Access, Journal Year: 2024, Volume and Issue: 12, P. 55302 - 55325

Published: Jan. 1, 2024

Multi-Attribute Decision Making (MADM) is a powerful tool for navigating complex decision problems by systematically considering multiple criteria and alternatives. This method widely used in various fields such as business, engineering, finance, public policy, where decisions involve conflicting objectives. An interval-valued intuitionistic fuzzy set more flexible mathematical model to aggregate vague type redundant information into single set. By exploring the robustness of Aczel Alsina aggregation operators, we deduce an effective approach handling ambiguous human opinion. To express relationship among input arguments or attribute information, study feasible theory Hamy mean (HM) operators. article presents some dominant approaches light (IVIF) with operations including IVIF HM (IVIFAAHM), weighted (IVIFAAWHM), Dual (IVIFAADHM) (IVIFAAWDHM) prove validity effectiveness derived approaches, prominent characteristics are also illustrated. A algorithm MADM technique established resolve complicated real-life applications amplifications. With help numerical examples, show compatibility diagnosed approaches. Finally, influence comparison verify consistency pioneered contrasting aggregated outcomes previous operators that exist literature.

Language: Английский

Citations

1

Decision Algorithm With Interval-Valued Intuitionistic Fuzzy Hamy Mean Aggregation Operators for Assessment of Agricultural Education Practice DOI Creative Commons

Fengshan Xiong,

Waseem Abbas, Abrar Hussain

et al.

IEEE Access, Journal Year: 2024, Volume and Issue: 12, P. 65685 - 65705

Published: Jan. 1, 2024

The assessment of performance in agricultural education practice is an important issue because it concerns the quality and effectiveness education. This evaluation requires effective methods. Interval-valued intuitionistic fuzzy set (IVIFS) a powerful extension sets sets, conceived to handle uncertainty vagueness more effectively practice. A comprehensive exploration interval-valued (IVIF) information offers some flexible methods for article identifies relationship among input arguments with help Hamy mean aggregation models. In order avail smooth approximated results during process, prominent operations Aczel Alsina operators are also adopted light IVIF theory. robustness this develop family new mathematical strategies based on namely (IVIFHM), weighted (IVIFWHM), Dual (IVIFDHM) (IVIFWDHM) operators. Some dominant properties diagnosed discussed show their validity effectiveness. Moreover, decision algorithm multi-attribute decision-making (MAMD) problem reveal versatility adaptability contexts. To showcase practicability derived approaches, case study illustrated. advantages supremacy invented research work verified comparative prevailing that exists literature.

Language: Английский

Citations

0

Decision-Analytics-Based Risk Allocation in the Micromobility Sector: Sugeno-Weber Operators and Picture Fuzzy Distance Methodology DOI
Adel Fahad Alrasheedi, Arunodaya Raj Mishra, Ahmad M. Alshamrani

et al.

Cognitive Computation, Journal Year: 2024, Volume and Issue: 16(6), P. 3122 - 3148

Published: Aug. 21, 2024

Language: Английский

Citations

0

Selecting the foremost big data tool to optimize YouTube data in dynamic Fermatean fuzzy knowledge DOI Creative Commons
Dilshad Alghazzawi,

Abdul Razaq,

Hanan Alolaiyan

et al.

PLoS ONE, Journal Year: 2024, Volume and Issue: 19(8), P. e0307381 - e0307381

Published: Aug. 23, 2024

Big data pertains to extensive and intricate compilations of information that necessitate the implementation proficient cost-effective evaluation analysis tools derive insights support decision making. The Fermatean fuzzy set theory possesses remarkable capability in capturing imprecision due its capacity accommodate complex ambiguous problem descriptions. This paper presents study concepts dynamic ordered weighted aggregation operators context environment. In numerous practical making scenarios, term "dynamic" frequently denotes obtaining decision-relevant at various time intervals. this study, we introduce two novel operators: averaging geometric operators. We investigate attributes these detail, offering a comprehensive description their salient features. present step-by-step mathematical algorithm for scenarios proposed methodologies. addition, highlight significance approaches by presenting solution determining most effective big analytics platform YouTube analysis. Finally, perform thorough comparative assess effectiveness suggested comparison variety existing techniques.

Language: Английский

Citations

0

AI-Powered Decision Making for Road Safety Optimization Under Probabilistic Linguistic Sugeno-Weber Aggregation Information DOI Creative Commons
Shahzaib Ashraf,

Tooba Shahid,

Jung-Eun Kim

et al.

Heliyon, Journal Year: 2024, Volume and Issue: 10(19), P. e38594 - e38594

Published: Sept. 30, 2024

Language: Английский

Citations

0

Solution of second order linear homogeneous fuzzy difference equation with constant coefficients by geometric approach DOI Creative Commons
Abdul Alamin, Kamal Hossain Gazi, Sankar Prasad Mondal

et al.

Journal of Decision Analytics and Intelligent Computing, Journal Year: 2024, Volume and Issue: 4(1), P. 241 - 252

Published: Dec. 21, 2024

In this article, we have solved an initial valued second order linear homogeneous fuzzy difference equation with constant coefficient using geometric approach. General solution structures for the three cases are established depending on auxiliary roots of corresponding equation. Finally, taken numerical examples and them theoretical results depicted graphical scenarios to realize deviation uncertain from exact as well vagueness values.

Language: Английский

Citations

0

Study of Second Order Hankel Determinants for Convex Functions with Symmetric Points Related with Exponential Function DOI Creative Commons
Huo Tang,

Khalil Ullah,

Muhammad Arif

et al.

Deleted Journal, Journal Year: 2023, Volume and Issue: 2(2), P. 65 - 108

Published: Dec. 30, 2023

This work aims to introduce and study a class of convex functions with symmetric points associated exponential function. The problems under consideration are the first four sharp coefficient bounds, Fekete-Szegö functional, second Hankel determinant. It also includes similar investigations for inverse logarithmic

Language: Английский

Citations

0