Poles and zeros of the transfer function play an decisive role for filter performance.
滤波网络传输函数的零点、极点位置对滤波性能起着决定作用。
By considering all the poles and zeros of the system the system response can be quicken up.
在时滞滤波器的设计中全面考虑系统的零极点，可以大大提高系统的响应速度。
The internal magnitude bound of this filter can be minimized by using an empirical optimal method of poles and zeros organization.
通过采用经验最优零、极点组织零、极点配对方法，可使该滤波器内部幅度限最小。
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