1) fractional integral
分数阶积分
1.
In this paper,Using the concept of fractional continuity,we discuss the fractional differentiability and integrability problems,and give a sufficient condition of fractional differential and fractional integral inverse of each other.
利用分数阶连续性概念,讨论了分数阶可微与可积性问题,给出了分数阶微分与分数阶积分互逆性的一个充分条件。
2) fractional derivative(integral)
分数阶导数(积分)
3) fractional derivative/integral
分数阶导数/积分
4) complex order integral
复数阶积分
1.
so f(α) (x) is also called the complex order integral of f(x) if Reα < 0.
我们发现当a=-1时,f<1>(x)是f(x)的原函数,因此当Reα<0时,我们又称f(α)(x)是f(X)的复数阶积分。
5) fractional convolution
分数阶卷积
1.
This paper proposes the generalized design method for the perfect reconstruction filter banks in the FRFD based on the FRFD analysis of sampling rate conversion and the fractional convolution theorem,which are the basis of the applications of filter bank theory in the FRFD.
本文从分数阶傅里叶域多抽样率信号处理基本理论和分数阶卷积定理出发,推导出了分数阶傅里叶域准确重建滤波器组的一般化设计方法,为分数阶傅里叶域滤波器组理论在实际工程中的推广应用奠定了理论基础。
6) fractional calculus
分数阶微积分
1.
Expressions of fractional calculus for the complex modulus and complex compliance of viscoelastic materials;
黏弹性材料复模量和复柔量的分数阶微积分表述
2.
Venant model with integer order was generalized by applying the Riemann\|Liouville fractional calculus operators and its theory.
利用Riemann_Liouville的分数阶微积分算子及理论 ,将标准的整数阶St。
3.
A soft-matter element and its constitutive equations were presented by employing the Riemann-Liouville fractional calculus operator theory.
分数阶微积分被发现是一个解决力学建模难题的有力数学工具,利用Riemann-Liouville的分数阶微积分算子及理论,给出一种软体元件及其本构方程,用来模拟介于理想固体和流体之间的土体。
补充资料:分数阶积分与微分
分数阶积分与微分
og fractional integration and differentia-
分数阶积分的逆运算称为分数阶微分:若几介F,则f为F的:阶分数阶导数(na ctional deriVative).若0<戊
说明:补充资料仅用于学习参考,请勿用于其它任何用途。
参考词条