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Global Journal of Pure and Applied Mathematics最新文献

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Coefficient estimate of Bi-Univalent Function with respect to symmetric points Associated with Balancing Polynomials 与平衡多项式相关的对称点的双等价函数系数估计
Pub Date : 2024-03-14 DOI: 10.37622/gjpam/20.1.2024.113-125
Avaya Naik
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引用次数: 0
[j, k]-Set Domination in Cycle Graph 循环图中的 [j, k]- 集支配
Pub Date : 2024-03-02 DOI: 10.37622/gjpam/19.2.2023.857-865
N. Murugesan, P. Elangovan
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引用次数: 0
Addobt– a New Additional Obtainable Optimal Tour Plans Generation Method to Traveling Salesman Problems Addobt--针对旅行推销员问题的一种新的额外可得最优旅行计划生成方法
Pub Date : 2024-01-30 DOI: 10.37622/gjpam/19.2.2023.837-848
R. Murugesan, T. Esakkiammal
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引用次数: 0
Various Forms of Cubic Transmuted Rayleigh Distribution and Its Properties 三次变形瑞利分布的各种形式及其性质
Pub Date : 2023-07-18 DOI: 10.37622/gjpam/19.2.2023.229-254
Sakthivel. K.M., Vidhya. G
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引用次数: 0
Intuitionistic Fuzzy k− ideals of Γ− Semirings Γ -半环的直觉模糊k -理想
Pub Date : 2023-07-18 DOI: 10.37622/gjpam/19.1.2023.207-217
T. R. Sharma, Rajesh Kumar
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引用次数: 0
Existence of Random Measures 随机测度的存在性
Pub Date : 2023-01-30 DOI: 10.37622/gjpam/19.1.2023.1-6
P. Jha, Gajraj Singh, R. ., R. Solanki
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引用次数: 0
A Note on Multiplicative (Generalized) - (α, β) - Reverse Derivations on Left Ideals in Prime Rings 关于素环左理想上的乘法(广义)- (α, β) -逆导数的注记
Pub Date : 2022-12-30 DOI: 10.37622/gjpam/18.2.2022.425-431
C. Jaya Subba Reddy, N. Subbarayudu, Chennupalle Venkata Sai Raghavendra Reddy
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引用次数: 0
Convergence of Wavelet Expansion at Generalized Continuous Points 广义连续点上小波展开的收敛性
Pub Date : 2022-12-30 DOI: 10.37622/gjpam/18.2.2022.575-581
Varsha Karanjgaokar, Namrata Shrivastav
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引用次数: 0
NILA – An Innovative Technique for Optimality Testing and Optimizing a Solution in Assignment Problems NILA——分配问题中最优性测试和优化解的创新技术
Pub Date : 2022-06-30 DOI: 10.37622/gjpam/18.2.2022.433-452
R. Murugesan, S. Selvi
In this research article, we propose a very simple and innovative iterative technique named NILA (equivalent name for the MOON in the classical Tamil language) for optimality testing and also optimization of a solution obtained by a method in assignment problems. The NILA technique has been tested on a number of near optimal and optimal solutions obtained for many balanced and unbalanced assignment problems by several other available methods. Testing results validate that the proposed NILA technique is the ideal one for testing the optimality of an obtained solution and also optimizing that solution, if that’s not optimal. Thereby, we obtain the ‘tested optimal’ solutions to assignment problems. Another added advantage of the proposed technique is that it also generates the possible numbers of alternative optimal solutions to a given assignment problem, it they exist to the problem. Howsoever, we have to accept the reality that for the assignment problems the solutions generated by the ‘Hungarian’ method and the ‘Mantra’ technique are ‘optimal by default’ (not necessary to test its optimality). It is the design (divine!) specialty of the two methods.
在本文中,我们提出了一种非常简单和创新的迭代技术,称为NILA(经典泰米尔语中MOON的等效名称),用于最优性测试和优化分配问题中由一种方法获得的解。NILA技术已经通过其他几种可用方法对许多平衡和不平衡分配问题的近最优解和最优解进行了测试。测试结果验证了所提出的NILA技术是测试所获得的解决方案的最优性和优化该解决方案(如果该解决方案不是最优的)的理想方法。由此,我们得到了分配问题的“经检验的”最优解。所提出的技术的另一个附加优点是,它还可以生成给定分配问题的备选最优解的可能数量,如果它们存在于问题中。然而,我们必须接受这样一个现实:对于作业问题,由“匈牙利”方法和“咒语”技术生成的解决方案是“默认最佳的”(没有必要测试其最优性)。这是两种方法的设计(神圣的!)特色。
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引用次数: 0
Review on Centrality Measurements in Urban Networks 城市网络中心性测度研究进展
Pub Date : 2022-06-30 DOI: 10.37622/gjpam/18.2.2022.501-510
Shaoli Nandi
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引用次数: 1
期刊
Global Journal of Pure and Applied Mathematics
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