n节连分式算法是一个实用的一维搜索方法。
N-joint continued fraction algorithm is a practical method for one dimensional research.
而连分式的运算是有条件的，且计算量较大。
So the feasibility of their algorithms is conditional and they need a large amount of calculation.
采用连分式近似，可以得到空间频率域的有限差分深度偏移方程。
The finite difference depth migration equation in space-frequency domain can be derived when the radical expression is approximated by continued fraction.
已有的构造切触有理插值函数方法，多数是与连分式计算相联系的。
Existing methods of constructing oscillatory rational interpolating function are almost related to calculation of continued fractions.
连分式法是一种简便而行之有效的降阶法，但它不能保证系统的稳定。
Continued fraction theory is a kind of simple and efficient order-reduction means, but it can not guarantee the stability of the system.
本文研究了矩阵连分式的性质，获得了关于矩阵连分式序列收敛性的一些结果。
In this paper, we discuss the properties of matrix continued fractions, and obtain some results for the convergence of the sequence of matrix continued fractions.
本文获得了一类极限循环连分式的加速收敛因子，证明了它们具有良好的加速收敛性质。
In this paper, a kind of accelerating convergence factors are obtained for limit periodic continued fraction.
本文利用连分式方法计算了偶极场中导电导磁球体的电磁响应函数，并给出了计算数据及图表。
The EM response function from a conducting (both electric and magnetic) sphere in a dipole field is calculated by using the continued fraction technique, and the resultant data and diagram are given.
介绍了由大气折射母函数方法引出的大气延迟新连分式映射函数和天文大气折射的映射函数方法。
A new continued fraction form of the mapping function deduced from the generator function method is applied into both the atmospheric delay and the astronomical refraction.
介绍了由大气折射母函数方法引出的大气延迟新连分式映射函数和天文大气折射的映射函数方法。
Describing the astronomical refractive mapping function and a new continued fractional mapping function derived with the atmospheric refractive generator function method.
仿真结果表明改进连分式降阶法能保证系统的稳定性，并使降阶后的简化系统能较好地逼近原系统。
The results of the simulation show that the improved continued fraction theory can ensure the stability of the system and make the reduced system approach the original system.
然后利用插值型值点复数化的方法及向量值连分式的向后三项递推关系式讨论并给出了二元向量值有理插值的一种新算法。
Then a new algorithm of brivate vector -valued rational interpolants by means of complexification of the knots and backward three-term recurrence relations is given.
然后利用插值型值点复数化的方法及向量值连分式的向后三项递推关系式讨论并给出了二元向量值有理插值的一种新算法。
Then a new algorithm of brivate vector -valued rational interpolants by means of complexification of the knots and backward three-term recurrence relations is given.
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