1) non-integral-order calculus
非整数阶微积分
1.
This paper, with the help of Fourier Transform and digital signal processing, explores the numerical computation(NC) of calculus based on FFT and error analysis,which is popularized to the NC of non-integral-order calculus.
利用Fourier变换、数字信号处理理论探讨了微积分的FFT算法及误差分析,并将其推广到非整数阶微积分的数值计算。
2) non integral order differentiation
非整数阶微分
1.
This paper investigates the topic of non integral order differentiation.
将传统意义下的整数阶微分运算拓展到非整数阶微分情形 ,直接仿照整数阶微分在时域的极限定义形式是很困难的 。
3) singular integral of high non-integral order
非整数阶高阶奇异积分
4) 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。
5) Fractional order calculus
分数阶微积分
1.
In order to solve the strong non-linearity and low damping of pneumatic position servo system,a novel fractional order control strategy based on fractional order calculus is presented.
针对气动位置伺服控制系统的弱阻尼、强非线性等问题,提出一种基于分数阶微积分的分数阶控制策略。
2.
The best advantage of the method is that it can solve the complex fractional order calculus equation which can hardly be answered by the general calculus knowledge.
针对在实际情况中应用越来越广泛的分数阶微积分系统,提出了分数阶微积分方程的框图求解法。
3.
So far, a great achievement has been attained in fractional order calculus, which provides the new theory foundation for the development of fractional order calculus in other subjects.
分数阶微积分是数学研究领域中的一个新兴领域,是传统整数阶微积分理论的扩展。
6) partial fractional calculus
分数阶偏微积分
补充资料：非整数订价策略
非整数订价策略
odd pricing strategy
非整数订价策略(odd prieing strategy)给商品制定一个带零头价格的订价策略。这种策略的通常做法是:使价格的最后一位数为奇数或者接近于零的数。‘心容易给消费者造成一种价格偏低和订价准确的错觉，有利于刺激消费。不同的国家和地区消费者对数字偏好有所不同，在选择零头数字时应考虑这种差异。 (张玉峰撰马谋超审)
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