rational fraction

rational fraction的基本解释

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有理分式

与rational fraction相关的网络例句 [注：此内容来源于网络，仅供参考]

By using methods on the theory of majorization, two refinements of an inequality for the rational fraction are established.

利用控制不等式理论给出了一个有理分式不等式的两种加细，并比较了二者的优劣。

Because all the scores are rational, or a fraction of thirteen, or a cycle of festivals, this procedure to solve the problem.

因为所有的分数都是有理数，所以一个分数要么除尽，要么有循环节，这个程序很好地解决了这个问题。

The two methods of model simplification are presented for large scale systems, they are the least square approximation and the rational fraction approximation.

本文针对大系统的频域模型简化提出了两种方法：最小二乘近似法和有理分式近似法。

In this article, we keep on doing this work and stress on the continued fraction vector valued rational interpolation in complex number field.

第二章 叙述向量有理插值的定义和基本概念，向量有理插值已有的构造方式和计算方法及其拓广和应用。

Based on these results,the sampling-rate conversion theory for the FRFT with a rational fraction as conversion factor is deduced.

最后，本文通过仿真对导出的分数阶Fourier域多抽样率理论进行了验证。

与rational fraction相关的网络解释 [注：此内容来源于网络，仅供参考]

rational fraction：有理分式

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rational fraction：有理分数

有理表式 rational expression | 有理分数 rational fraction | 有理分数近似 rational fraction approximation

rational fraction：有 分式

rational expression 有式 | rational fraction 有 分式 | rational fractional function 有 分式函

rational fraction interpolation：有理分式插值法

有理分数 rational fraction | 有理分式插值法 rational fraction interpolation | 有理分式函数 rational fractional function

rational fraction interpolation：有理分数内插

有理分数近似 rational fraction approximation | 有理分数内插 rational fraction interpolation | 有理函数 rational function