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International Journal of Fuzzy System Applications最新文献

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Arbitrary Generalized Trapezoidal Fully Fuzzy Sylvester Matrix Equation 任意广义梯形全模糊Sylvester矩阵方程
Q3 Computer Science Pub Date : 2022-01-01 DOI: 10.4018/ijfsa.303564
In the fuzzy literature, researchers have applied the concept of Vec-operator and Kronecker product for solving arbitrary Fuzzy Matrix Equations (FME). However, this approach is limited to positive or negative FMEs and cannot be applied to FMEs with near-zero fuzzy numbers. Therefore, this paper proposes a new analytical method for solving a family of arbitrary FMEs. The proposed method is able to solve Arbitrary Generalized Trapezoidal Fully Fuzzy Sylvester Matrix Equations (AGTrFFSME), in addition to many unrestricted FMEs such as Sylvester, Lyapunov and Stein fully fuzzy matrix equations with arbitrary triangular or trapezoidal fuzzy numbers. The proposed method thus fruitfully removes the sign restriction imposed by researchers and is, therefore, better to use in several engineering and scientific applications. The AGTrFFSME is converted to a system of non-linear equations, which is reduced using new multiplication operations between trapezoidal fuzzy numbers. The feasibility conditions are introduced to distinguish between fuzzy and non-fuzzy solutions to the AGTrFFSME.
在模糊文献中,研究人员应用向量算子和Kronecker积的概念求解任意模糊矩阵方程(FME)。然而,这种方法仅限于正的或负的fme,不能应用于模糊数接近零的fme。因此,本文提出了求解任意fme族的一种新的解析方法。除了具有任意三角形或梯形模糊数的Sylvester、Lyapunov和Stein等不受限制的全模糊矩阵方程外,该方法还可以求解任意广义梯形全模糊Sylvester矩阵方程(AGTrFFSME)。因此,所提出的方法有效地消除了研究人员施加的符号限制,因此在一些工程和科学应用中更好地使用。利用梯形模糊数之间的乘法运算,将AGTrFFSME转化为非线性方程组。引入可行性条件来区分AGTrFFSME的模糊解和非模糊解。
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引用次数: 1
A Neuro-Fuzzy Approach to MOPP Open Time Prediction for Chemical Threats in Low-Intensity Conflicts 低强度冲突中化学威胁MOPP开放时间预测的神经模糊方法
Q3 Computer Science Pub Date : 2022-01-01 DOI: 10.4018/ijfsa.302124
Chemical, Biological, Radiological and Nuclear (CBRN) weapon systems hold the potential to cause great damage to a fighting unit. Chemical warfare agents are cheaper and easier to produce and deploy. Mission oriented protective posture (MOPP) equipment is used to isolate soldiers from the toxic environment . Sustained wearing of MOPP overgarments can put soldiers at the risk of dehydration and heat stress. A hierarchal adaptive neuro-fuzzy inference system (HANFIS) model is proposed to predict worst case MOPP open times for surfaces covered with chemical agent resistant coating (CARC) and sand. The model can provide decision support for commanders when determining MOPP open or unmasking time. From HANFIS simulation results it was concluded that the model can accurately predict MOPP open times according to data present in military field manuals, in a manner which is computationally efficient. and easy to interpret based on linguistic rules and most importantly, easy to customize.
化学、生物、辐射和核(CBRN)武器系统具有对作战单位造成巨大伤害的潜力。化学战剂更便宜,更容易生产和部署。任务导向保护姿态(MOPP)装备用于将士兵与有毒环境隔离开来。持续穿着防弹衣会使士兵面临脱水和热应激的风险。提出了一种分层自适应神经模糊推理系统(HANFIS)模型,用于预测抗化学剂涂层(CARC)和砂覆盖表面的最坏情况下MOPP打开时间。该模型可为指挥员确定MOPP开启或解除掩蔽时间提供决策支持。HANFIS仿真结果表明,该模型能够根据军事野战手册中的数据准确预测MOPP的开启时间,且计算效率高。并且易于根据语言规则进行解释,最重要的是,易于定制。
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引用次数: 0
Mehar Approach for Solving Shortest Path Problems With Interval-Valued Triangular Fuzzy Arc Weights 求解区间值三角模糊弧权最短路径问题的Mehar方法
Q3 Computer Science Pub Date : 2022-01-01 DOI: 10.4018/ijfsa.313428
T. K. Bhatia, Amit Kumar, M. Sharma, S. Appadoo
In this paper, an alternative approach (named Mehar approach) is proposed for solving interval-valued triangular fuzzy shortest path problems. Also, it is shown that less computational efforts are required to apply the proposed Mehar approach as compared to Ebrahimnejad et al.'s method. Furthermore, to illustrate the proposed Mehar approach, the interval-valued triangular fuzzy shortest path problem, considered by Ebrahimnejad et al. to illustrate their proposed method, is solved by the proposed Mehar approach.
本文提出了一种求解区间值三角模糊最短路径问题的替代方法(Mehar方法)。此外,与Ebrahimnejad等人的方法相比,应用所提出的Mehar方法所需的计算工作量更少。此外,为了说明所提出的Mehar方法,Ebrahimnejad等人为了说明他们提出的方法而考虑的区间值三角模糊最短路径问题通过所提出的Mehar方法得到了解决。
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引用次数: 0
An Adaptive Fuzzy Based 2-Layered HRRN CPU Scheduler 一种基于自适应模糊的2层HRRN CPU调度器
Q3 Computer Science Pub Date : 2022-01-01 DOI: 10.4018/ijfsa.2022010107
Fuzzy Based CPU scheduler becomes an emerging component of an operating system. It can handle the imprecise nature of parameters used in scheduler. This paper introduces an adaptive fuzzy based Highest Response Ratio Next CPU scheduler which is an extension of conventional CPU scheduler. Proposed scheduler works in 2 layers. At the first layer, a Fuzzy Inference System is defined which handles the uncertainties of parameters and at the second layer, an adaptive scheduling algorithm is used to schedule each task. Proposed scheduler intelligently generates the response ratio for each ready to run task which makes the system adaptive at run time. The work is compared with the conventional highest response ratio next scheduling and the existing fuzzy highest ratio next scheduling algorithms. Results validate the better performance of proposed scheduler. The proposed scheduler also provides comparable results with respect to shortest job first scheduling and shortest remaining task first scheduling algorithms.
基于模糊的CPU调度程序成为操作系统中一个新兴的组件。它可以处理调度程序中使用的参数的不精确性。本文介绍了一种基于自适应模糊的最高响应率下一个CPU调度器,它是传统CPU调度器的扩展。建议的调度器分为两层。在第一层,定义了一个模糊推理系统来处理参数的不确定性;在第二层,使用自适应调度算法来调度每个任务。所提出的调度器智能地为每个准备运行的任务生成响应比率,这使得系统在运行时具有自适应性。将该工作与传统的最高响应率下一次调度和现有的模糊最高响应率上一次调度算法进行了比较。结果验证了所提出的调度器具有更好的性能。所提出的调度器还提供了关于最短作业优先调度和最短剩余任务优先调度算法的可比较结果。
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引用次数: 0
On a Solution Set to a Mathematical Programming Problem with a Fuzzy Set of Constraint Indices 一个具有模糊约束指标集的数学规划问题的解集
Q3 Computer Science Pub Date : 2022-01-01 DOI: 10.4018/ijfsa.303560
The present paper investigates a mathematical programming problem with a fuzzy set of constraint indices. To formalize the set of feasible alternatives, the concept of intersection of crisp sets with a fuzzy set of operands is used. The result of this operation is a type-2 fuzzy set (T2FS) (a fuzzy set whose membership function takes a fuzzy set of values). Furthermore, the corresponding membership function is given. It is shown that the T2FS of feasible alternatives can be represented in the form of the collection of T2FSs with constant secondary grades. The notion of the solution T2FS to the mathematical programming problem with a fuzzy set of constraint indices is proposed. The basic properties of the solution T2FS are investigated. The notion of a compromise maximizing solution is given. Several results are proved that make it possible to simplify its construction. Illustrative examples are given.
研究了一类具有模糊约束指标集的数学规划问题。为了形式化可行备选集,使用了清晰集与模糊操作数集的交集概念。该操作的结果是一个2型模糊集(T2FS)(其隶属函数采用模糊值集的模糊集)。并给出了相应的隶属函数。结果表明,可行方案的T2FS可以用二级等级不变的T2FS集合的形式表示。提出了具有模糊约束指标集的数学规划问题的T2FS解的概念。研究了T2FS溶液的基本性质。给出了妥协最大化解的概念。证明了几个结果,使得简化其构造成为可能。给出了实例说明。
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引用次数: 0
Convergence, Consistence, and Stability Analysis of One-Step Methods for First-Order Intuitionistic Fuzzy Differential Equations 一阶直觉模糊微分方程一步法的收敛性、一致性和稳定性分析
Q3 Computer Science Pub Date : 2022-01-01 DOI: 10.4018/ijfsa.302123
In this work, we consider the initial value problems in intuitionistic fuzzy ordinary differential equations. The one-step method for approximating the solution of these problems has been defined. The convergence, consistency, and stability of the difference method for approximating the solution of intuitionistic fuzzy differential equations are studied, and the local truncation error is defined. The accuracy and efficiency of the proposed concept are illustrated by solving some numerical examples.
本文研究直觉模糊常微分方程的初值问题。定义了一步逼近这些问题解的方法。研究了差分法逼近直觉模糊微分方程解的收敛性、一致性和稳定性,并定义了局部截断误差。通过数值算例说明了该概念的准确性和有效性。
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引用次数: 0
Interval Type 2 Fuzzy Based AHP Approach: A Case Study 区间2型模糊层次分析法:一个案例研究
Q3 Computer Science Pub Date : 2022-01-01 DOI: 10.4018/ijfsa.312244
Sudipa Choudhury, Dipankar Chandra Bhowmik, K. Debnath, A. K. Saha, Harish Garg
Because of its importance and numerous applications, the selection of the best supplier from a pool of accessible suppliers is gaining importance across the world. To reduce the cost of supply chain and to improve the quality of the products, selection of a relevant supplier has become one of the crucial decisions. The objective of this study is to utilize analytical hierarchy process (AHP) in the environment of interval type-2 fuzzy (IT2F) to deal with the ambiguity and vagueness in the problem of supplier selection. A real-world application is also carried out in this study to exhibit the efficacy and effectiveness of the proposed IT2FAHP model. According to the research, the most crucial elements that are effective in selecting suppliers are cost, responsiveness, ability, and reliability. Based on these factors, the most effective supplier has been selected in this study. The result shows that the IT2FAHP model is quite similar with the models in literature.
由于其重要性和众多的应用,从众多可访问的供应商中选择最佳供应商在世界范围内变得越来越重要。为了降低供应链成本,提高产品质量,选择合适的供应商已成为关键决策之一。本研究的目的是利用区间2型模糊(IT2F)环境下的层次分析法(AHP)来处理供应商选择问题中的歧义性和模糊性。本研究还进行了实际应用,以展示所提出的IT2FAHP模型的功效和有效性。根据研究,在选择供应商时最有效的关键因素是成本、响应能力、能力和可靠性。基于这些因素,本研究选择了最有效的供应商。结果表明,IT2FAHP模型与文献中的模型非常相似。
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引用次数: 1
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International Journal of Fuzzy System Applications
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