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A STUDY OF NORTH EAST CORNER METHOD AND USE OF OBJECT ORIENTED PROGRAMMING MODEL (JAVA) 面向对象编程模型(java)的东北角方法及应用研究
Pub Date : 2014-04-25 DOI: 10.14445/22315373/IJMTT-V8P513
V. Vinoba, India. R. Palaniyappa
I n this paper, the North east corner [NEM] procedure is successfully coded and tested via many randomly generated problem instances. Based on the results we can conclude that the correctness of the newly coded NEM is promising as compared with the previously coded one.
在本文中,成功地对东北角[NEM]过程进行了编码,并通过许多随机生成的问题实例进行了测试。结果表明,与之前编码的NEM相比,新编码的NEM的正确性是有希望的。
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引用次数: 0
• A NEW GENERALISATION OF SAM-SOLAI’S MULTIVARIATE WIGNER DISTRIBUTION OF KIND-1 OF TYPE-B* •一类b *的sam-solai多元wigner分布的新推广
Pub Date : 2012-12-19 DOI: 10.9790/5728-0153138
G. Jayakumar, A. Solairaju, A. Sulthan
T his paper proposed a new generalization of Sam-Solai’s Multivariate Wigner distribution of kind-1 of Type-B from the univariate case. Further, we find its Cumulation, Marginal, Conditional distributions, Generating functions and also discussed its special case. The special cases include the transformation of Sam-solai’s Multivariate Wigner distribution of Kind-1 of Type-B into Multivariate one parameter Wigner distribution of Kind-1 of Type-B, Multivariate Wigner distribution of Kind-1 of Type-A, Multivariate log-Wigner distribution of Kind-1 of Type-B and Multivariate Inverse -Wigner distribution of Kind-1 of Type-B . It is found that the conditional variance of Sam-Solai’s Multivariate conditional Wigner distribution is heteroscedastic and the correlation was found to be +0.16. Area values of the bi-variate Wigner surface also extracted and bi-variate Wigner surfaces, contours are visualized.
本文从单变量情况出发,提出了一类b型的Sam-Solai多元Wigner分布的新推广。进一步,我们发现了它的累积、边际、条件分布、生成函数,并讨论了它的特殊情况。特殊情况包括:b型的第1类的Sam-solai多元Wigner分布转化为b型的第1类的多元单参数Wigner分布、a型的第1类的多元Wigner分布、b型的第1类的多元log-Wigner分布和b型的第1类的多元逆-Wigner分布。发现Sam-Solai多元条件Wigner分布的条件方差为异方差,相关系数为+0.16。提取了二维维格纳曲面的面积值,实现了二维维格纳曲面轮廓的可视化。
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引用次数: 2
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International Research Journal of Pure Algebra
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