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1)  product of cycle different power
循环差幂积
2)  cyclic powers series
循环幂级数
1.
In the paper, the author applies the extended hyperbolic function and extended triangle function to the cyclic function and the cyclic powers series and so on.
本文是广义双曲函数与广义三角函数在循环函数与循环幂级数等方面的应
3)  semi cyclic powers series
半循环幂级数
4)  circulative accumulation
循环累积
1.
It is proposed in this article that small towns should be dynamically planned,and the circulative accumulation is an important inner motive force for small towns development.
动态界定小城镇范围,循环累积是小城镇发展的重要内在推动力。
5)  cyclic convolution
循环卷积
1.
The relation between the two-dimensional cyclic convolution and the discrete reconstruction convolution is educed.
分析了实空间离散格林函数的特点和平面声全息重构卷积计算的特殊性 ,推导了在重构条件下二维循环卷积与重构卷积的关系。
2.
This paper proposes a new algorithm for the computation of Discrete Cosine Transform (DCT) with odd prime length using cyclic or skew cyclic convolutions.
提出了一种利用循环卷积 (Cyclicconvolution)和扭循环卷积 (Skewcyclicconvolution)实现的计算奇素长度离散余弦变换 (DCT)快速新算法 。
3.
Convolution is converted to cyclic convolution,and also FFT is employed to calculate cyclic convolution.
将Toeplitz矩阵分解为一个循环矩阵和一个下三角Toeplitz矩阵之和,以及一般卷积向循环卷积的转化,借助快速Fouier变换(FFT),导出了一种计算两个n阶Toeplitz矩阵乘积的新快速算法,其算法复杂性为2n~2+(63/4)nlog_2 n-15n-34次实乘运算,4n~2+(63/2)nlog_2 n-18n+23次实加运算,与已有的优化算法相比,在实乘次数有所降低的同时,实加次数降低了近1/3,是目前复杂性最小的一种算法。
6)  cyclic integral
循环积分
1.
The result shows that the Birkhoffian system has generalized energy integrals and cyclic integrals.
结果显示 :Birkhoff系统存在广义能量积分和循环积分 ,每个积分可使Birkhoff系统降两
2.
Routh and Chaplygin equations for variable mass nonlinear nonholonomic system in noninertial reference frame are extended,and the cyclic integral and its condition of existence for the system are given.
建立了变质量非线性非完整系统相对于非惯性系的广义Routh方程和广义方程,给出了其循环积分存在的条件,并利用循环积分将这类系统的Routh方程和方程降阶,得到更广泛一类的广义Routh方程和型广义Routh方程。
3.
In this paper, the D Alembert-Lagrange principle and the generalized chaplygin s equation for variable mass weakly nonholonomio systems moving relative to noninertial reference frame are established at first, and then the generalized energy integral and the generalized cyclic integral of the dynamical equations in the case of one-order approximation for the systems above are studied and presented.
本文首先建立了变质量弱非完整系统相对于非惯性系运动的D,Alembert-Lagrange原理和广义型方程,然后,研究并给出了变质量弱非完整系统相对于非惯性系运动的动力学方程在一阶近似情况下的广义循环积分和广义能量积分。
补充资料:积幂
1.乘积和乘幂。
说明:补充资料仅用于学习参考,请勿用于其它任何用途。
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