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1)  Minimal multiplicity
极小重数
2)  multiple-minima
多重极小
1.
But it has been puzzled by multiple-minima problem for decades of years.
理想的蛋白质结构预测方法是基于能量极小化的理论计算方法,因为它建立在热力学原理基础之上,而不需要任何已知结构信息,然而几十年来该方法一直受到多重极小问题(multipleminima problem)的困扰。
3)  least norm
范数极小
1.
In this algorithm, three objectives, such as minimum cross-entropy, least norm and maximum entropy, were combined and then a novel dynamic weight-coefficient mechanism was adopted.
算法中折衷考虑了图像重建中最小交叉熵、范数极小化以及最大熵3个目标,并建立了一种新的动态权系数迭代法。
4)  minimal algebra
极小代数
1.
In this paper,A new algorithm for shortest path problem by using the minimal algebra method { R,⊕,⊙ } has been given.
定义二个运算⊕,⊙,构成一个极小代数{R,⊕,⊙},在其上定义矩阵运算,将网络最短路问题的求解转化为矩阵的乘积。
2.
This paper introduces the concept of minimal algebra and explores vector s linear correlation and strong linear independence in the sense of minimal algebra.
首先引入了极小代数的概念 ,研究了极小代数意义下向量的线性相关性及强线性相关
5)  small amount
极小数量
1.
The differences between them lies their grammatical positions which are complementary,and both structures have the same meaning of "small amount" and possess the characteristics of the jargon of Zen Buddhism.
两种结构均表极小数量意义,具备行业特征。
6)  minimal uniton number
极小uniton数
1.
It is proved that the minimal symplectic uniton number of φ is not larger than N,and the minimal uniton number of φ is not larger than 2N-1.
研究从连通复流形M到辛群Sp(N)的多重调和映射,将调和映射的结论推广到多重调和映射上,证明了到辛群的多重调和映射的极小辛-uniton数不大于N,而极小uniton数不大于2N-1。
补充资料:多重数
      见多重产生。
  

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