1、

The new theta function identities can be derived by considering the linear dependence relations among the elements of the vector space.

通过研究向量之间的线性相关性即可得到新的theta函数恒等式。

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2、

To solve time-harmonic electromagnetic field, the cylindrical wave function expansion for vector potential is derived.

对于时谐电磁场, 推导出矢势的柱面波函数展开式.

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3、

We derived the EM-like algorithm to estimate the model parameters through optimizing the system cost function.

通过优化系统的代价函数,导出了类EM算法 去估计混合模型的参数,从而构建对光谱特征识别的识别器.

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4、

The robust estimator for strain parameters as well as the influence function of observation errors to solutions is derived and formulated.

推导了应变参数的抗差估计解式,以及观测误差对各类解的误差影响函数。

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5、

To solve axially symmetrical electrostatic field, the method of cylindrical function expansion is presented. The series expansion for the potential distribution in whole space with the potential distribution on the symmetric axis is derived, some examples are given.

提出了求解轴对称静电场的柱函数展开法,推导出用对称轴上的电势分布表示空间电势分布的级数展开式,并给出了求解轴对称静电场的例子。

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6、

For a steady current-carrying tightly wound thick-wall solenoid with a finite length, the expression of vector potential is derived by using the method of cylindrical function expansion.

对于通以恒定电流的有限长厚壁螺线管,用柱函数展开法推导出矢势的表达式,再根据磁感应强度与矢势的关系式得出磁场的积分形式表达式。

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7、

In a medium of monoatomic heavy gas, using the parabolic cylindrical function expansion, an asymptotic energy distribution and its decay constamts were derived.

对于单原子的重气体介质,利用抛物柱函数展开法,求得了渐近能量分布及其随时间衰减的常数。

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8、

In this paper, single-valued representation of set-valued function of bounded varia-tion is derived.

给出了集值有界变差函数的 单值 表示定理.

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9、

By using scalar variational principle, the numerical transfer function equations are derived.

本方法从光波导的标量变分关系出发, 通过状态方程对问题求解计算.

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10、

The entropy increase function, we has derived the phase field controlling equations which are thermodynamical consistent.

该模型以熵增加函数为基础, 通过熵增加函数推导出热力学一致性的相场控制方程.

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11、

The new temperature updating function derived is inversely proportional to a power function of the annealing time and is independent of the dimension of the optimization problems.

新的温度更新函数与退火时间的幂函数成反比,与优化问题的变量维数无关。

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