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properties
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  性质
    The Global Solutions and Their Properties for Camassa-Holm Equations and Ginzburg-Landau Equations
    Camassa-Holm方程和Ginzburg-Landau方程的整体解及其性质
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    Limit Properties of Markov Chain in Random Environment
    随机环境中马氏链的极限性质
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    Fractal Properties of Independent Increment Random Fields
    独立增量随机场的分形性质
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    Modeling and Dynamic Properties of Complex Networks
    复杂网络建模及其动力学性质的若干研究
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    Properties of the Solution of Backward Stochastic Differential Equation and Applications in Finance
    倒向随机微分方程解的性质和在金融上的应用
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  “properties”译为未确定词的双语例句
    Qualitative Properties of a Kind of Quasilinear Parabolic Equation
    一类拟线性抛物方程的定性研究
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    Study on Memory, Persistence and Fractal Properties in Financial Market Volatility
    金融市场波动记忆性、持续性与分形研究
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    The Study of Qualitative Properties of Solutions of Delay Differential Equations
    时滞微分方程的定性研究
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    Comparison Principle and Dynamical Properties of Reaction-Diffusion Systems
    反应扩散系统的比较原理和动力学性态
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    THERMAL STRESSES IN SHELLS OF REVOLUTION OF VARIABLE ELASTIC PROPERTIES
    轴对称定常温度场中变弹性回转壳的热应力
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  properties
They result in many nontrivial properties of quantum immanants.
      
The paper studies generic commutative and anticommutative algebras of a fixed dimension, their invariants, covariants and algebraic properties (e.g., the structure of subalgebras).
      
Whenever the action of a maximal torus on the coneCλ* has some nice properties, we obtain simple closed formulas for all weight multiplicities and theirq-analogs in the representationsVnλ,n∈?.
      
Some basic properties of the compactness propertiesCn are shown.
      
A local-global principle for finiteness properties ofS-arithmetic groups over number fields
      
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Properties of the electric network determinants are throughly investigated. The new rules for obtaining the denominator and the numerators of the electric network determinants due to K. T. Wang are generalized. Both the generalized rules and the rules given by Kirchhoff are proved from the properties of the determinants studied. A new inductive method for obtaining the denominator and the numerators is offered.

本文所述为对于电网络行列式各种性质之彻底探讨。从探讨所得,可将最近王季同氏所发明分解电网络之新方法,加以普遍化。此经过普遍化之新方法,以及Kirchhoff氏原有求此类行列式分母分子之规则,皆可从行列式之性质,求得严格的证明。最后著者并供献一更觉简便的分解电网络之推演方法。

By using elementary methods of Riemannian Geometry the Friedmann universe can be derived under the following rive postulates: (1) The space-time is Riemannian. (2) Einstein's field equations hold. (3) Matter and radiation in the universe are in a state of thermal equilibrium. (4) The world lines of all 'nebulae converge toward the past. (5) The null geodesies are preserved unfler an infinitesimal transformation of space-time along the temporal axis. It is obvious that the isotropic and homogeneous properties...

By using elementary methods of Riemannian Geometry the Friedmann universe can be derived under the following rive postulates: (1) The space-time is Riemannian. (2) Einstein's field equations hold. (3) Matter and radiation in the universe are in a state of thermal equilibrium. (4) The world lines of all 'nebulae converge toward the past. (5) The null geodesies are preserved unfler an infinitesimal transformation of space-time along the temporal axis. It is obvious that the isotropic and homogeneous properties of space-time then follow as a necessary consequence.

根据五个假定,即(1)空时间为利曼四度空间,(2)安世坦的引力定律,(3)宇宙中的物质与辐身成一温度平衡状态,(4)所有空时间中旋转星云的世界线在过去曾相交叉,(5)空时间在时的方向经一无限小变换之后光子的零短程线仍为零短程线,本文用利曼几何的简易方法求得相对论宇宙论中的费烈特猛宇宙。

A newly developed synthesis of X-ray data for crystal analysis, called the point diagram synthesis, is compared with the classical Fouriers. The fundamental assumption in the method s first explained. A correlation matrix of index 10 is then quoted. Some mathematical properties of the correlation matrices, that is, the absolute convergence, and the h and μ-summation rules are described and illustrated. The method is next applied in parallel with the Fouriers to an arbitrary structure along with its two...

A newly developed synthesis of X-ray data for crystal analysis, called the point diagram synthesis, is compared with the classical Fouriers. The fundamental assumption in the method s first explained. A correlation matrix of index 10 is then quoted. Some mathematical properties of the correlation matrices, that is, the absolute convergence, and the h and μ-summation rules are described and illustrated. The method is next applied in parallel with the Fouriers to an arbitrary structure along with its two component structures. The crystal NaCl is next studied, using the actual experimental data. It is shown that on the basis of exactly the same experimental data the inormation given by the two types of syntheses are entirely different. Conclusions about the method drawn in the previous articles are then discussed in the light of the new studies and approved once more.

作者曾在英国自然界发表渠所建立之棋式X光综合新法之大意。一时引起欧美同行兴趣及讨论。其中有表兴趣者,有对此新法是否比通用之符礼式综合法更为有用致疑。本文即将新旧二法应用於自然及理想晶体。比较其结果之优劣。此外并对新法之三种数学特性加以介绍。

 
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