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  form
     New Discoverings on the Secretory form and Transporting Route of Polypeptide Hormones of Pancreatic Islets and Its Relationship to Type 2 Diabetes Mellitus
     胰岛多肽激素分泌形式和转运途径与2型糖尿病关系的新探索
短句来源
     Some Applications of Integrable Systems in Differential Geometry and Hypersurfaces in S~(n+1) with Zero M(?)bius Form
     可积系统在微分几何中的某些应用与S~(n+1)中M(?)bius形式为零的超曲面
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     ρ-Regge Trajectory and Pion Electromagnetie Form Factor
     ■-介子Regge极迹与π介子电磁形式因子
短句来源
     THE ELECTROMAGNETIC FORM FACTORS OF THE 1/2~+ BARYONS ACCORDING TO THE STRUCTURE MODEL
     结构模型中(1/2)~+重子的电磁形式因子
短句来源
     The General Form of Separation Axiom
     分离公理的一般形式
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  forms
     Some Results on Geometry of Submanifolds in Space Forms
     关于空间形式中子流形几何的某些结果
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     The Narration Forms Evolution of China's Contemporary Drama Stage
     中国当代话剧舞台叙事形式的演变
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     A Study of the Restrictions on Constructions of Negative Forms
     否定形式的格式制约研究
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     Reputation, Commitment and Organizational Forms
     声誉、承诺与组织形式
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     Research on Applicator Forms and Thermal-field Distributions for Microwave Hyperthermia
     微波热疗中辐射器形式和热场分布的研究
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  formal
     Research on the Formal Design of Digital Hardware: Theories and Approaches
     数字系统形式设计的理论与方法研究
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     Study on Image Mining Based on Formal Concept Analysis
     基于形式概念分析的图像数据挖掘研究
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     The (?)-г-module Theory Corresponding to Lubin-Tate Formal Groups
     与Lubin-Tate形式群对应的(?)-г模理论
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     Formal Semantic Analysis of Selected Constructions in Mandarin Chinese
     汉语部分句式的形式语义分析
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     Study on Formal Description of Software Architecture
     软件体系结构形式描述研究
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  form of
     The General Form of Separation Axiom
     分离公理的一般形式
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     General form of Continuous Linear Fuuctionals On Orlicz Spaces
     Orlicz空间上有界线性泛函的一般形式
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     An Asympotic Form of the Mean Value Theorem
     均值定理的一个渐近形式
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     A Good Form of Training Speciality Leading Cadres in Rotation
     轮训专业领导干部的一种好形式——把学习、总结、调查、研究结合起来
短句来源
     ON THE INTEGRAL FORM OF FIELD VECTOR EQUATIONS IN ELECTROMAGNETICS
     关于《电磁学》中场矢量方程的积分形式
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  form
The presentations are given in the form of graphs resembling Dynkin diagrams and very similar to the presentations for finite complex reflection groups given in [2].
      
LetH? be a real form of a complex semisimple group.
      
LetZ=G/Q be a complex flag manifold andG0 a real form ofG.
      
In this paper we present an explicit formula for the twistors in the form of an infinite product of the universalR matrix ofUq(g).
      
We show that on each Schubert cell, the corresponding Kostant harmonic form can be described using only data coming from the Bruhat Poisson structure.
      
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  forms
Finally the cubic surfaces of each component ofQ are studied in details by determining their stabilizers, their rational representations and whether they can be expressed as the determinant of a 3×3 matrix of linear forms.
      
Coordinates on Schubert cells, Kostant's harmonic forms, and the Bruhat Poisson structure onG/B
      
For the flag manifoldX=G/B of a complex semi-simple Lie groupG, we make connections between the Kostant harmonic forms onG/B and the geometry of the Bruhat Poisson structure.
      
For example, if our groupG isSn, these objects are field extensions; ifG=On, they are quadratic forms; ifG=PGLn, they are division algebras (all of degreen); ifG=G2, they are octonion algebras; ifG=F4, they are exceptional Jordan algebras.
      
In this paper we investigate the ring of Siegel modular forms of genus two and level 3.
      
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  formal
A new deformation parameter arises: one can deform the formal normal forms of connections at irregular points.
      
The well-posedness and validity of formal approximations on a long time scale of order ∣ε∣-1 are discussed in the classical sense of C2.
      
Using the stretched variable and the method of boundary layer correction, the formal asymptotic expansion of solution is obtained.
      
In this paper, the elementary cellular automaton of rule 22 is studied by the tools of formal language theory and symbolic dynamics.
      
The limit language is defined from limit set and its complexity is studied by using formal language theory.
      
更多          
  form of
The presentations are given in the form of graphs resembling Dynkin diagrams and very similar to the presentations for finite complex reflection groups given in [2].
      
LetH? be a real form of a complex semisimple group.
      
In this paper we present an explicit formula for the twistors in the form of an infinite product of the universalR matrix ofUq(g).
      
The form of these generic polynomials is that of a Bethe eigenfunction and they imitate, on a more elementary level, the R-matrix construction of quantum immanants.
      
When coupled with the Poisson Summation formula, these results become applicable to the theory of Weyl-Heisenberg systems, in the form of lattice sum
      
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