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On the categorical relationships among L-G-filters, L-fuzzy grills, L-closure operators and L-fuzzy cotopologies 论l - g滤波器、l -模糊格栅、l -闭包算子和l -模糊拓扑之间的范畴关系
Q3 Mathematics Pub Date : 2023-11-09 DOI: 10.1142/s1793005723500308
Merin Jose, Sunil C. Mathew
This paper studies the categorical relations among [Formula: see text]-G-filters, [Formula: see text]-fuzzy grills and [Formula: see text]-closure operators. The categorical connections between [Formula: see text]-G-filters and [Formula: see text]-fuzzy cotopologies are also investigated and a Galois correspondence between the categories of stratified [Formula: see text]-G-filter spaces and [Formula: see text]-fuzzy cotopological spaces is identified.
本文研究了[公式:见文]- g -过滤器、[公式:见文]-模糊格栅和[公式:见文]-闭包算子之间的范畴关系。本文还研究了[公式:见文]- g滤波器和[公式:见文]-模糊同拓扑之间的范畴联系,并确定了分层[公式:见文]- g滤波器空间和[公式:见文]-模糊同拓扑空间之间的伽罗瓦对应关系。
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引用次数: 0
An Interactive Weighted Geometric Aggregation Operator on T2IFS T2IFS上的一种交互式加权几何聚集算子
Q3 Mathematics Pub Date : 2023-11-09 DOI: 10.1142/s179300572450042x
N. Annapurna, V. Sireesha
Type 2 intuitionistic fuzzy sets (T2IFS) appear to be an attractive and potentially useful tool for coping with uncertainty and inaccurate data in today’s uncertain and ambiguous world. Consequently, it is frequently employed in decision-making (DM) issues. In the DM procedure, it is essential to aggregate the information provided by the experts. The Aggregation operators (AOs) are effective information combining tools. Therefore, this study aims on developing geometric and interactive geometric AOs on T2IFSs. To demonstrate the efficacy of the proposed operator, the optimal e-learning tool selection MCDM problem is solved. The results demonstrate that the proposed interactive AO outperforms existing arithmetic AOs and is applicable to all DM problems.
在当今不确定和模糊的世界中,2型直觉模糊集(T2IFS)似乎是一种有吸引力和潜在有用的工具,用于处理不确定和不准确的数据。因此,它经常被用于决策(DM)问题。在决策程序中,汇总专家提供的信息是至关重要的。聚合算子是一种有效的信息组合工具。因此,本研究旨在开发t2ifs的几何和交互式几何AOs。为了验证所提算子的有效性,解决了最优电子学习工具选择MCDM问题。结果表明,所提出的交互式AO优于现有的算法AO,适用于所有DM问题。
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引用次数: 0
Investigating the traits of soft semigraph-associated degrees 研究软半文字相关学位的特征
Q3 Mathematics Pub Date : 2023-11-09 DOI: 10.1142/s1793005724500352
Bobin George, Jinta Jose, Rajesh K. Thumbakara
Soft set theory, introduced by D. Molodtsov, is a mathematical approach that tackles uncertain data. Semigraph is a generalization of the concept of a graph. By incorporating soft sets into semigraphs, a new concept called soft semigraphs has emerged. The study of soft semigraphs has gained significance in graph theory due to their valuable applications in parametrization. This paper explores the properties of various vertex degrees in soft semigraphs, including degrees, end degrees, edge degrees, adjacent degrees, and consecutive adjacent degrees.
软集理论,由D. Molodtsov提出,是一种处理不确定数据的数学方法。半图是图概念的推广。通过将软集合并到半图中,出现了一个称为软半图的新概念。软半图的研究由于其在参数化方面的重要应用而在图论中具有重要的意义。本文探讨了软半图中各种顶点度的性质,包括度、端度、边度、邻度和连续邻度。
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引用次数: 0
A fuzzy approach to sustainability II: The 2030 Agenda for Sustainable Development 实现可持续性的模糊途径之二:2030年可持续发展议程
Q3 Mathematics Pub Date : 2023-11-09 DOI: 10.1142/s1793005724500418
Margaret I. Doig, D. S. Malik
In this paper, we use a [Formula: see text]-measure derived from fuzzy logic to evaluate progress toward the 2030 Agenda for Sustainable Development adopted by the United Nations member states. In the first of this two-part series, we examined each of the Sustainable Development Goals individually. We now build a composite index score for 163 countries using the [Formula: see text]-measure to examine their progress towards the Sustainable Development Goals as a whole, rank them, and examine the characteristics of highly performing and of poorly performing countries. We also study the impact of income category and region on progress towards the Goals.
在本文中,我们使用了一个[公式:见文本]——一个从模糊逻辑衍生出来的度量来评估联合国成员国通过的《2030年可持续发展议程》的进展。在这个由两部分组成的系列文章的第一部分中,我们分别考察了每一个可持续发展目标。现在,我们使用[公式:见文本]为163个国家建立了一个综合指数得分,以检查它们在实现可持续发展目标方面的整体进展,对它们进行排名,并检查表现良好国家和表现不佳国家的特征。我们还研究了收入类别和地区对实现千年发展目标进展的影响。
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引用次数: 0
A note on callability of convertible bonds 关于可转换债券可赎回性的说明
Q3 Mathematics Pub Date : 2023-11-09 DOI: 10.1142/s1793005724500340
Song-Ping Zhu, Lin Ai
The Convertible Bonds (CBs) market has witnessed an unprecedented level of activity over the last few years not only in developed countries such as the United States but also in BRICK countries such as China. Exploring new properties of CBs or CBs with clauses becomes important for academia communities in financial mathematics. In this paper, we build two coupled partial differential equations (PDEs) for pricing a callable CB, and find a newly identified inherent property of this bond. The new property is that the conversion ratio will not affect the critical recall time indicating the time beyond the callability. Besides this property, we also find that solving the critical recall time separately and superimposing later using a non-callable CB is the same as the method of a hybrid free boundary (the critical recall time) and a moving boundary (the optimal conversion price) though the callability and the American-style conversion are nonlinearly coupled.
过去几年,可转换债券(cb)市场出现了前所未有的活跃程度,不仅在美国等发达国家,在中国等金砖国家也是如此。探索商业票据或带有条款的商业票据的新性质对金融数学学术界来说非常重要。本文建立了可赎回债券定价的两个耦合偏微分方程,并发现了该债券的一个新的固有性质。新的属性是,转化率不会影响指示超出可调用时间的关键召回时间。此外,我们还发现,尽管可调用性和美式转换是非线性耦合的,但分别求解临界召回时间并使用不可调用的CB进行叠加的方法与混合自由边界(临界召回时间)和移动边界(最优转换价格)的方法相同。
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引用次数: 0
On subsystems of a hybrid finite state machine 混合有限状态机子系统的研究
Q3 Mathematics Pub Date : 2023-11-09 DOI: 10.1142/s1793005724500364
S. Meenakshi, G. Muhiuddin, Y. B. Jun, B. Elavarasan
Humanity’s efforts are manifested in the creation of novel solutions to complex problems in diverse fields. Traditional mathematical methods fail to solve real-world problems due to their complexity. Researchers have come up with new mathematical theories like fuzzy set theory and rough set theory to help them figure out how to model the uncertainty in these fields. Soft set theory is a novel approach to real-world problem solving that does not require the membership function to be specified. This aids in the resolution of a wide range of issues, and significant progress has recently been made. After Jun et al. came up with a hybrid system that combined fuzzy and soft set concepts, many people came up with hybrid ideas in different algebraic structures. In this paper, we introduce the concepts of subsystem and strong subsystem of a hybrid finite state machine (HFSM) and investigate a portion of their significant properties. We also provide an example that shows that every subsystem does not need to be a strong subsystem. Additionally, we study the cyclic subsystem of HFSMs and also obtain their equivalent results and examples. Finally, we define the notions of homomorphism of subsystems and strong subsystems of HFSMs.
人类的努力表现在为不同领域的复杂问题创造新的解决办法。传统的数学方法由于其复杂性而无法解决现实问题。研究人员提出了新的数学理论,如模糊集理论和粗糙集理论,以帮助他们弄清楚如何对这些领域的不确定性进行建模。软集理论是解决现实世界问题的一种新方法,它不需要指定隶属函数。这有助于解决一系列广泛的问题,最近已取得重大进展。在Jun等人提出了模糊和软集概念相结合的混合系统之后,很多人提出了不同代数结构的混合思想。本文引入了混合有限状态机的子系统和强子系统的概念,并研究了它们的部分重要性质。我们还提供了一个示例,表明每个子系统并不需要是一个强大的子系统。此外,我们还研究了hfsm的循环子系统,并得到了它们的等价结果和算例。最后,我们定义了hfsm子系统的同态和强子系统的概念。
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引用次数: 0
Reduction in the Searching time to find a Brownian Nanoparticle in the fluid 减少在流体中寻找布朗纳米粒子的搜索时间
Q3 Mathematics Pub Date : 2023-10-20 DOI: 10.1142/s1793005725500048
Alaa Awad Alzulaibani, Mohamed Abd Allah El-Hadidy
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引用次数: 0
Ranking z-numbers based on Radii Of Gyration of fuzzy data 基于模糊数据回旋半径的 z 数字排序
IF 1 Q3 Mathematics Pub Date : 2023-10-06 DOI: 10.1142/s1793005724500467
H. Hadi Momenseraee, M. Afshar Kermani, T. Allahviranloo, N. Ahmady
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引用次数: 0
Erratum: A Note on Ideals of Gamma Nearness Rings 勘误:关于伽马近邻环理想的说明
IF 1 Q3 Mathematics Pub Date : 2023-09-27 DOI: 10.1142/s1793005724920017
Mehmet Ali Öztürk, Özlem Tekin
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引用次数: 0
Bipolar-valued fuzzy filters of sheffer stroke bl-algebras sheffer冲程b -代数的双极值模糊滤波器
IF 1 Q3 Mathematics Pub Date : 2023-07-13 DOI: 10.1142/s1793005724500273
Y. Jun, T. Oner, D. Turan, B. Ordin
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引用次数: 0
期刊
New Mathematics and Natural Computation
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