关系矢量-矩阵形式函数的符号约定在此完全用矢量来描述。
Notational conventions concerning functions in vector-matrix form are summarized here entirely in terms of vectors.
它利用了不定导纳矩阵的概念，在符号网络函数的产生中应用了代数法与符号编码相结合的方法。
It is based on the concept of indefinite admittance matrix, and USES an algebraic method of symbolic code in the generation of symbolic network functions.
文中提出了一个基于N阶收敛的通用迭代格式来求取矩阵符号函数并给出证明。
The universal iterative scheme based on order N convergency is advanced with a strict proof.
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