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sum algorithm
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  求和算法
     Finally we use the COW to test the parallel sum algorithm, matrix multiple parallel algorithm and parallel merger- taxis algorithm for multisets.
     最后采用并行求和算法、矩阵相乘并行算法和Multisets并行归并算法在该机群上进行实验测试。
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  “sum algorithm”译为未确定词的双语例句
     The Derivation of Parallel Maximum Sum Algorithm Based on PAR Method
     基于PAR方法的并行最大和算法的推导
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     Study of Real-time Approximate Sum Algorithm of Data Stream
     流数据实时近似求和的算法研究
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     analyse the classical decoding algorithm of LDPC Codes, including Sum Product Algorithm which based on probability and LLR, and Min Sum Algorithm.
     并在此基础上分析和推导了各种LDPC码经典译码算法,包括概率测度和积译码算法、对数似然比测度和积译码算法和最小和译码算法。
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     Min_Sum algorithm is used for the decoder of the architecture in this paper, due to low complexity.
     与BP算法相比,Min_Sum算法具有复杂度低的优点,因此选择了Min_Sum作为实现译码算法。
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     In this paper,a Boolean Sum algorithm is presented for constructing C1 rational interpolation function over an arbitrary triangles. The algorithm is simple to construct and easy to calculate,and its approximate order is 0(h9). Its algebraic precision set includes all polynomials of degree≤3.Finally, a numerical example is given.
     本文描述了任意三角域上C1有理插值的一种布尔和方法.这种方法构造简单,计算方便,逼近精度为O(h9),代数精度集为{xi,yj,0≤i+j≤3}.最后给出了一个数值例子.
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  相似匹配句对
     in the algorithm;
     算法简单易行。
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     A Minimizing Algorithm for Sum of Disjoint Products
     一种最少不交和算法
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     · algorithm based on gray's deviation square sum.
     ·基于灰度残差平方和的匹配算法。
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     SKIPJACK Algorithm
     SKIPJACK算法
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     On Zero Sum
     说“零和”
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  sum algorithm
The max-product algorithm, also known as the max-plus or min-sum algorithm, is an iterative method for (approximately) solving such a problem on graphs with cycles.
      
For each similarity algorithms, we implemented the algorithm to compute the neighborhood and used weighted sum algorithm to generate the prediction.
      
Each of these sensors exploited a non-parametric cumulative sum algorithm to detect the presence of an attack.
      


A method of double objective optimum design for R. C. orthogonal straight-curved cross beam system is presented in this paper. A mathematical model based on the pareto optimality criteria is established taking the structural cost and steel consumption both as the objective function. "Linear weighting sum algorithm "is also improved. The synthetical optimum solution obtained by above algorithm is almost coincident with that obtained by ge- nearal algorithm while the amount of iteration is obviously...

A method of double objective optimum design for R. C. orthogonal straight-curved cross beam system is presented in this paper. A mathematical model based on the pareto optimality criteria is established taking the structural cost and steel consumption both as the objective function. "Linear weighting sum algorithm "is also improved. The synthetical optimum solution obtained by above algorithm is almost coincident with that obtained by ge- nearal algorithm while the amount of iteration is obviously reduced. The numerical computing results are analyzed and discussed at the end of the paper and a conclusion that the method advanced is more significant in theory and practice than that of single objective optimum design can be drawn.

本文对R.C正交直线-曲线粱系进行双目标优化设计,取结构造价和钢筋用量两类指标构造目标函数,建立了此类结构的基于Pareto最优性准则的数学模型,并对“线性加权和算法”进行改进,由此求得的综合最优解与一般算法的解答基本重合,而迭代计算的工作量却显著减少。对数值计算结果进行分析、讨论,得出一些比单目标优化设计更有理论和实际意义的结论。

In this paper,a Boolean Sum algorithm is presented for constructing C1 rational interpolation function over an arbitrary triangles. The algorithm is simple to construct and easy to calculate,and its approximate order is 0(h9).Its algebraic precision set includes all polynomials of degree≤3.Finally, a numerical example is given.

本文描述了任意三角域上C1有理插值的一种布尔和方法.这种方法构造简单,计算方便,逼近精度为O(h9),代数精度集为{xi,yj,0≤i+j≤3}.最后给出了一个数值例子.

Although the Internet check sum algorithm is very simple,there is a wrong view about how to compute it.This paper discusses methods for efficiently computing the Internet check sum that is used by the standard Internet protocols IP,UDP,and TCP.

在接收和分析Internet 报文以及开发研制Internet 设备时,都涉及到校验和的计算。对这个看似简单的问题,普遍存在着一种错误的认识。本文介绍了正确的算法,简单讨论其特性及好处,并用实际报文对算法加以验证。

 
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