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Integrated Inventory Model with Inflation for Deteriorating Items 带劣质物品通货膨胀的综合库存模型
Pub Date : 2024-03-09 DOI: 10.9734/arjom/2024/v20i2785
S. V. S. Padiyar, Krati Jain, Deepa Makholia, Raghawendra Mishra
The integrated inventory model works like a multi-tier supply chain involving a manufacturer, buyer, supplier, and customer. In the proposed article, integrated inventory management for perishable items has been developed. It is an essential responsibility of every supply chain member to ensure that any inventory can be delivered to the customer smoothly and on time. The model of inflation fluctuations takes into account inflation as one of its factors. This model considers the movement of inventory from production to supply in real data; Numerical examples have been explored to facilitate a practical understanding of this model in real-life situations, and the aggregate cost from the entire supply chain has been calculated. The model concludes with a sensitivity analysis, revealing the effects on the overall model stemming from alterations in key parameters that exert significant influence.
集成库存模型的工作原理就像一个涉及制造商、买方、供应商和客户的多层供应链。本文提出了易腐物品的集成库存管理。确保任何库存都能顺利、准时地交付给客户,是每个供应链成员的基本责任。通胀波动模型将通胀作为其考虑因素之一。该模型考虑了真实数据中库存从生产到供应的流动情况;探讨了一些数字示例,以促进在现实生活中对该模型的实际理解,并计算了整个供应链的总成本。该模型最后进行了敏感性分析,揭示了改变具有重大影响的关键参数对整个模型的影响。
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引用次数: 0
Analysis of City Transportation Routes with Fleury Algorithm on Bus Route Network: Case Study of Trans Mamminasata Makassar City Indonesia 利用弗勒里算法分析公交线路网络中的城市交通线路:印度尼西亚望加锡跨马米纳萨塔市案例研究
Pub Date : 2024-03-09 DOI: 10.9734/arjom/2024/v20i2784
Jusriadi, S. Abusini, Vira Hari Krisnawati
Graph theory is a branch of mathematics that studies the structure and describes the relationships between vertices and edges. In general, graph theory is used to represent discrete objects (vertices) and the relationships between them (edges). A path that can pass through each edge exactly once in a graph is called a directed graph Euler path. One way to find Euler paths is by using Fleury's algorithm. Fleury's algorithm is designed to find Euler paths in directed graphs. This article examines the application of Fleury's algorithm to the determination of a transportation route in a city interpreted in a directed graph. The case study in this research focuses on the trans Mamminasata bus route in Makassar city Indonesia with the aim of implementing Fleury's algorithm in bus route generation. The result obtained from the simulation using Fleury's algorithm is that all edges can be visited exactly once, so that an Euler path is formed on the transportation route. The route formed from the Euler trajectory will be a comparison of the current route to determine the operational efficiency of the bus route network in the city.
图论是数学的一个分支,研究顶点和边之间的结构并描述它们之间的关系。一般来说,图论用于表示离散对象(顶点)和它们之间的关系(边)。在图中,每条边都能恰好通过一次的路径称为有向图欧拉路径。寻找欧拉路径的一种方法是使用弗勒里算法。Fleury 算法是专为寻找有向图中的欧拉路径而设计的。本文研究了 Fleury 算法在确定有向图解释的城市中的交通路线时的应用。本研究的案例研究侧重于印度尼西亚望加锡市的横贯马米那萨塔公交线路,目的是在公交线路生成中实施弗勒里算法。使用弗勒里算法进行模拟得到的结果是,所有边都能被访问一次,因此在交通路线上形成了一条欧拉路径。欧拉轨迹形成的路线将与当前路线进行比较,以确定城市中公交线路网络的运行效率。
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引用次数: 0
Bandwagon Eccentric Domination Polynomial and its Energy in Graphs 带状图中的偏心支配多项式及其能量
Pub Date : 2024-03-05 DOI: 10.9734/arjom/2024/v20i2783
Tejaskumar R., A. Ismayil
Kathiresan In this article, bandwagon eccentric domination polynomial BED (G , x) is introduced. Theorems related to the characteristics of coefficients of BED (Sn ,x) of a star graph is discussed and the coefficients of BED (Sn ,x) are tabulated. Minimum bandwagon eccentric dominating energy IEbed (G) is also defined. IEbed (G) of families of graphs are computed and the properties of minimum bandwagon eccentric dominating eigenvalues are obtained. Results related to upper and lower bounds for IEbed (G) of cocktail party, complete, crown and star graphs are discussed. 
Kathiresan 本文介绍了带状偏心支配多项式 BED (G , x)。文章讨论了与星形图 BED (Sn ,x) 的系数特征有关的定理,并将 BED (Sn ,x) 的系数列成表格。还定义了最小带状偏心支配能 IEbed (G)。计算了图形族的 IEbed (G),并获得了最小带状偏心支配特征值的性质。讨论了鸡尾酒会图、完整图、皇冠图和星形图的 IEbed (G) 的上下限相关结果。
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引用次数: 0
Minimum Injective Eccentric Dominating Energy of Graphs 图的最小注入偏心支配能
Pub Date : 2024-02-17 DOI: 10.9734/arjom/2024/v20i1780
Riyaz Ur Rehman A., A. Ismayil
The minimum injective eccentric dominating energy of a graph is defined. The minimum injective eccentric dominating energy for star, complete and cocktail party graphs are computed. Inspired by McClelland’s bounds for energy of a graph, the upper and lower bounds of minimum injective eccentric dominating energy for star, complete and cocktail party graphs are discussed.  Properties of eigenvalues of minimum injective eccentric dominating matrix for star, complete and cocktail party graphs are discussed.
定义了图形的最小注入偏心支配能。计算了星形图、完整图和鸡尾酒会图的最小注入偏心支配能。受麦克利兰图能量边界的启发,讨论了星形图、完整图和鸡尾酒会图的最小注入偏心支配能的上界和下界。 讨论了星形图、完整图和鸡尾酒会图的最小注入偏心支配矩阵特征值的性质。
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引用次数: 0
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Asian Research Journal of Mathematics
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