International Journal of Neutrosophic Science

The Frechet distribution is a versatile probability distribution that is used within a loose range in many important statistical fields, such as image processing, data analysis, and pattern recognition. It aims to explore and study the estimation of the parameters of the Frechet distribution using the noise-robust least squares method, as in the research paper, and it also has uses. There are many real-world scenarios. It is known that there is a growing challenge in estimating the parameter because of the noisy data. Depending on rigorous simulations and experimental analysis, we provide a novel powerful way to estimate the parameters for the Frechet Distribution Robust Least Squares approach to be flexible. Also, the results approach of this work will be very helpful in estimating the Frechet distribution parameters for diverse statistical applications. Also, we generalize our results to include the generalized neutrosophic case of this distribution dealing with neutrosophic numbers.

MAHA MAHA

Huda Hadib Abbas

Compare Noise Robust Least-Squares Method with Other Methods for Estimation of the Parameters of Frechet Distribution and Neutrosophic Generalization

比较噪声鲁棒最小二乘法与其他方法在弗雷歇分布参数估计及模糊泛化中的应用

The research started from Salama's generalization to both ideal and local function through NCSs. We presented some results and properties to reinforce the concept of the generalized local function, which though its properties was used to deduce the properties of the 𝜓Ν𝐶- operator that we generalized through NCSS.

Ghassan Ghassan

L. A. A. Jabar

Ihsan M. Rasheed

Reyadh D. Ali

On 𝜓Ν𝐶- Operator in Neutrosophic Crisp Topological Spaces

关于中智清晰拓扑空间中的𝜓Ν𝐶-算子

This work is dedicated to advancing the approximation of initial value problems through the introduction of an innovative and superior method inspired by the Euler-Maclaurin formula. This results in a higher-order implicit corrected method that outperforms the Runge-Kutta method in terms of accuracy. We derive an error bound for the Euler-Maclaurin higher-order method, showcasing its stability, convergence, and greater efficiency compared to the conventional Runge-Kutta method. To substantiate our claims, numerical experiments are provided, highlighting the exceptional efficiency of our proposed method over the traditional well-known methods. In conclusion, the proposed method consistently outperforms the Runge-Kutta method experimentally in all practical problems.

Iqbal Iqbal

Mohammad W. Alomari

Nidal Anakira

Saad Meqdad

Iqbal H. Jebril

Shaher Momani

Numerical Advancements: A Duel between Euler-Maclaurin and Runge-Kutta for Initial Value Problem

数值进展：欧拉-麦克劳林与龙格-库塔在初值问题上的对决

In this paper, we explore the theoretical foundations of neutrosophics type-2 fuzzy sets by investigating its algebraic properties, demonstrating how neutrosophics type-2 fuzzy sets can generalize and extend existing operations in Type-1 and traditional Type-2 fuzzy sets. We also provide illustrative examples to clarify the practical applications of these operations, showcasing the potential of neutrosophics type-2 fuzzy sets in areas requiring sophisticated decision-making tools and uncertainty management.

Brahim Brahim

Soheyb Milles

Several arithmetic operations on neutrosophics type-2 fuzzy sets

几种对中智型-2模糊集的算术运算

In this manuscript, we present the concept of E -Geraghty contractions, demonstrating several fixed point results.Additionally, we provide an illustrative example to highlight our principal findings.

Anwar Anwar

Fixed point results of Geraghty type contractions with equivalent distance

Geraghty型等距收缩的不动点结果

The study of geometric properties within the subclass of analytic functions has garnered significant attention in recent years due to its complex and intricate interplay between geometric function theory and complex analysis. This area of study provides deep insights into both mathematical theory and its practical applications. The exploration of these properties is not only of theoretical interest but also offers valuable implications for various applications in mathematical and engineering disciplines. In particular, this paper focuses on a detailed examination of the inclusion, neighborhood, and partial sums properties within a broad and general subclass of analytic functions. This class of functions is defined through a generalized multiplier transformation operator, which adds a layer of complexity to their analysis. By investigating these specific properties, this study aims to validate and build upon many existing findings documented in the literature, offering new perspectives and contributing to a deeper understanding of the field.

Mohamed Mohamed

Maisarah Haji Mohd

Feras Yousef

Shamani Supramaniam

Investigating Inclusion, Neighborhood, and Partial Sums Properties for a General Subclass of Analytic Functions

探究一般解析函数子类中的包含性、邻域性和部分和性质

Multi-criteria decision-making is essential for resolving issues in the real world. The choice of cloud computing services on the basis of service quality is solved in this paper using bipolar-neutrosophic circumstances. The removal area approach is used to carry out the de-bipolarization technique. The results have been compared with other methods found in the research to determine which method provides better cloud service.

A. A.

A. Rajkumar

N. Jose Parvin Praveena

Broumi said

Entropy Measure on Selection of Cloud Computing using Bipolar Neutrosophic Environment Utilizing Topsis Method

利用TOPSIS方法在双极中智环境下选择云计算的熵度量

The notions of neutrosophic IUP-subalgebras, neutrosophic IUP-ideals, neutrosophic IUP-filters, and neutrosophic strong IUP-ideals of IUP-algebras are introduced, and their basic properties are investigated. Conditions for neutrosophic sets to be neutrosophic IUP-subalgebras, neutrosophic IUP-ideals, neutrosophic IUPfilters, and neutrosophic strong IUP-ideals of IUP-algebras are provided. Relations between neutrosophic IUP-subalgebras (resp., neutrosophic IUP-ideals, neutrosophic IUP-filters, neutrosophic strong IUP-ideals) and their level subsets are considered.

Aiyared Aiyared

Pongpun Julatha

Rukchart Prasertpong

Aiyared Iampan

Neutrosophic sets in IUP-algebras: a new exploration

IUP-代数中的非经典集合：一种新的探索

This paper aims to introduce a new concept which is Fermatean Neutrosophic Soft Set (FNSS), which is a combination of the Neutrosophic soft sets and Fermatean Fuzzy Sets. Some operations and properties of the new model, including complement, restricted union, and extended intersection are discussed. Further, an application of FNSS is modeled for multiple attribute decision-making and solved with the help of our newly launched algorithm, that is, the selection of the most attractive laptop based on a computer simulation report. Finally, a comparative analysis between the initiated FNSS model and some existing approaches is provided to show its reliability.

admin admin

Hamzeh Zureigat

Belal Batiha

Areen Al Al-khateeb

Abedallah Al Al-shboul

Fermatean Neutrosophic Soft Set

费尔马特恩模糊软集

The object of the present paper is to introduce a new class of soft functions called soft regular-closed functions. This class contains the class of soft closed functions. Numerous theorems that give properties of such soft functions are presented. Moreover, sufficient conditions for a soft function to be soft regular-closed are given. In addition, several preservation theorems of soft separations axioms using soft regular-closed are given. Finally, the correspondence between this class of soft functions and the class of regular-closed functions in classical topology is studied.

Jawaher Al-Mufarrij

Samer Al-Ghour

Regular-Closed Functions Between Soft Topological Spaces

软拓扑空间之间的正则闭函数

ISSN	2690-6805, 2692-6148
h-index	23

出版信息	出版商: American Scientific Publishing Group (ASPG)，出版周期: ，期刊类型: journal，开源期刊: 否
基本数据	创刊年份: 2020，原创研究文献占比: ，自引率:， Gold OA占比:

International Journal of Neutrosophic Science

期刊引文格式

有 1 位以上作者的期刊

有 2 位作者的期刊

有 3 位作者的期刊

有 5 位以上作者的期刊

书籍引用格式

学位论文引用格式

网页引用格式

专利引用格式

手工熬夜修改参考文献？研飞自动匹配期刊，一键轻松成稿，支持 Word/WPS

投稿经验分享