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classical algebraic
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  经典代数
     The classical Algebraic Study on the Molecular Highly Excited Vibration-a Case Study of the C-H Bend Motion of C_2H_2
     分子高激发振动的经典代数方法研究——以C_2H_2的C-H弯曲振动为例
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  “classical algebraic”译为未确定词的双语例句
     (B,B)——Double Cosets for Classical Algebraic Groups
     典型代数群的(B,B)——双陪集
短句来源
     Let G be a classical algebraic group, B its Borel subgroup, W the Weyl grouprelative to G, then G is the disjoint union of the double cosets BwB, Where wruns over all elements of W.
     设G是典型的代数群,B是它的Borel子群,W是与G相关的Weyl群。 那末G可分解成不相交的B,B-双陪集BwB的并,其中w取遍Weyl群的所有元素。
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     generalization of the classical algebraic curve.
     对于平面上(复或实平面)单连通区域Ω的剖分Δ,曲线
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     2. The principles of RS coding are fully studied. Several classical algebraic algorithms for decoding Reed-Solomon codes are investigated, and the implementation complexity of these algorithms is compared.
     2.详细研究了RS码的编译码原理,论述了几种经典的RS码的代数译码算法,并且比较了它们的实现复杂度。
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     Experiment results show that this algorithm is not only easy to realize, but also can improve the operation efficiency, this paper also gives contrasts and estimates of the three algorithms,and validates one of the classical algebraic characters of Erosion and Dilation.
     实验结果表明该算法易于实现,并且可以极大地提高运算效率,本文同时给出了三种算法的理论对比与评价,并验证了腐蚀和膨胀的一个经典的代数性质。
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     generalization of the classical algebraic curve.
     对于平面上(复或实平面)单连通区域Ω的剖分Δ,曲线
短句来源
     (B,B)——Double Cosets for Classical Algebraic Groups
     典型代数群的(B,B)——双陪集
短句来源
     Circuit Classical
     电路经典
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     On the Classical Taste
     论古典趣味
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     In algebraic topology, J.
     在代数拓扑学中J.
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  classical algebraic
The resulting new algebraic multigrid method is shown, by numerical experiments, to be much more efficient than the classical algebraic multigrid method which is directly applied to the high-order finite element matrix.
      
Structure of groups of rational points of classical algebraic groups over number fields
      
The classical algebraic geometry deals with the variety Θ = Com-P of all associative and commutative algebras over the ground field of constants P.
      
Using a perturbative scheme, we derive the exponent of the classical algebraic decay in terms of two parameters of the model.
      
In this paper, we give a coherent account of the basic theory of Orthoalgebras, define and study filters, local filters, and associated structures, and prove a version of the compactness theorem in classical algebraic logic.
      
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Let G be a classical algebraic group, B its Borel subgroup, W the Weyl grouprelative to G, then G is the disjoint union of the double cosets BwB, Where wruns over all elements of W. This paper provides a easy and simple criterion to determine which doublecosets g∈G lies in. Besides, We obtain a reduced expression for every element ofthe classical Weyl groups W.

设G是典型的代数群,B是它的Borel子群,W是与G相关的Weyl群。那末G可分解成不相交的B,B-双陪集BwB的并,其中w取遍Weyl群的所有元素。如果g是群G的元素,那末g该位于哪一个双陪集?对此本文提供了一个简便的判别方法,同时也得到了典型Weyl群每个元素的简约表示式。

In this paper,by analysing the character of vector and displacement's operations, two algorithms which can be easy to realize are considered respectively on the basis of traditional algorithm.One is based upon the operation of vector,the other is based upon the operation of displacement.Experiment results show that this algorithm is not only easy to realize, but also can improve the operation efficiency, this paper also gives contrasts and estimates of the three algorithms,and validates one of the classical...

In this paper,by analysing the character of vector and displacement's operations, two algorithms which can be easy to realize are considered respectively on the basis of traditional algorithm.One is based upon the operation of vector,the other is based upon the operation of displacement.Experiment results show that this algorithm is not only easy to realize, but also can improve the operation efficiency, this paper also gives contrasts and estimates of the three algorithms,and validates one of the classical algebraic characters of Erosion and Dilation.

本文在图像腐蚀和膨胀的传统算法的基础上,通过分析向量和位移运算的性质,分别对两种易于计算机实现的算法进行了研究—基于向量和位移运算的腐蚀和膨胀算法。实验结果表明该算法易于实现,并且可以极大地提高运算效率,本文同时给出了三种算法的理论对比与评价,并验证了腐蚀和膨胀的一个经典的代数性质。

The concept of the information quantity of decision attribute with relation to given condition attributes is proposed and method how to deal with deduction of attribute in consistent decision tables is given accordingly. In addition,it is proved that this method is consistent with the classical algebraic method. It is shown that this method is feasible and effective through running an example.

提出了决策表中决策属性相对于条件属性的条件信息量的概念,由此从信息量角度给出了一致决策表的属性约简方法,并且证明了该方法与属性约简的代数方法是一致的.通过实例表明该方法是可行的和有效的.

 
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