牛顿发展了现代微积分的基础数学概念和技术。
Newton developed mathematical concepts and techniques that are fundamental to modern calculus.
我所要求的只是替代方案，而不是让我们所有人都走上学习微积分的道路。
All that I ask is that alternatives be offered instead of putting all of us on the road to calculus.
他会掌握微积分的，因为他一直在温习这门课程。
极限——微积分的合理性。
他也是一位杰出的数学家，微积分的发明者之一。
He was a brilliant mathematician; he was one of the inventers of Calculus.
但是当唯一的第二选择是微积分的时候，我该选哪个？
But I when the only second choice would be the Calculus, which one should I choose?
目前，非整数阶微积分的计算已日益显示出其重要性。
At present, the calculation of non integer order differential and integral is becoming more and more important.
我指的是，在这种形式下，它和一元微积分的表述是一样的。
I mean, in this form, actually it's the same statement as in single variable calculus.
结果表明，微积分的实质是观控方式，不变性是它的内核。
The result shows that the essential of calculus is observocontrol mode, and that invariance is the kernel of calculus.
这世纪的前三分之二的时间内，微积分的工作沉没在细节里。
The work on the calculus during the first two thirds of the century lost itself in details.
追溯了微积分的早期思想渊源，对中西数学家所作出的贡献进行了比较。
The authors trace calculus back to early method and thinking and compare the contribution to calculus of Chinese ancient mathemations with western mathemations.
我们通过对实际问题的分析，用微积分的方法建立了冰山运输的数学模型。
We first build the mathematical mode of transport of icebergs by means of assumption of the mode.
在分析分数阶微积分的基础上，提出了一种新型模糊分数阶比例积分微分控制器。
A novel fuzzy fractional order proportional integral derivative (FFPID) controller based on fractional calculus is presented.
恩格斯对微积分论述的目的也表明了他对待微积分的视角一直是为了认识论的目的。
The purpose of Engels' statement on the differential calculus is for the sake of the epistemology study.
极限是微积分的重点和难点。本文简述了数学软件MAPLE在极限教学中的应用。
The limit was the key point and the difficulty of the teaching of fluxionary calculus , this article summarizes application mathematics software MAPLE in the limit teaching.
举例来说，如果现在是教授微积分的第一个星期，你可能会记录我上面提到过的导数方程。
For example, if it's the first week of calculus, you might record the standard derivative equation I reproduced above.
课题研究的最终目的是为了改善微积分的教学效果，提高职业技术学院微积分的教学质量。
The ultimate intention of this researching task is to improve the effect and quality of teaching Calculous in vocational and technical institutes.
在分数阶微积分的理论框架下，将分形动力学的机制引入到生物黏弹性本构方程的研究中。
Within the framework of the fractional calculus theory, the mechanism of fractal dynamics is introduced to the constitutive equation research of viscoelastic materials.
牛顿受到梅文鼎的微积分的启发，毕其一生都试图用微积分来解码宇宙的奥秘——最后却收效甚微。
Newton, inspired by the beauty of Mei's calculus, devoted his life to showing that its fluxions and fluents unlocked the secrets of the universe - but to no avail.
我们对它进行初等性质及分析性质的研究，可深入了解其特性，并广泛用于解决一些微积分的问题。
We carry on the primary nature and the Analysis nature archery target research to it, but thoroughly understood its characteristic, and widely USES in solving some fluxionary calculus problems.
运用微积分的方法，对基本初等函数的若干特征性质进行了证明。从而给出了基本初等函数的等价表征。
This paper, using the method of differential equation, proves some characters properties of basic elementary function, and then concludes an equivalent representation about basic elementary function.
当前大学微积分的教学改革，应强调对数学原理和背景的介绍，强调微积分的数学建模方法和计算功能。
The current teaching reform in Calculus should stress the introduction of mathematical principles and background, the method of mathematical modeling and computational function of calculus.
实验表明，在SIFT中引入分数阶微积分的应用，能够得到更多的特征关键点，提高图像匹配的正确性。
Compared with the original SIFT, the simulation results show that the proposed algorithm can detect more key points, and improves the accuracy of image matching.
他将宇宙视为上帝用密文书写的文件——恰如他与莱布尼兹通信时，把自己关于微积分的发现用一种加密的方式书写一样。
He regarded the universe as a cryptogram set by the almighty-just as he himself wrapt the discovery of the calculus in cryptogram when he communicated with Leibnitz.
夏鸾翔是晚清较早研究微积分的中算家，据其《致曲术》、《万象一原》，可知他在二次曲线求积问题上得到了比较全面的成果，有的已超过《代微积拾级》，某些成果近似近代的椭圆积分。
This paper discusses Xia's achievements on the integral problem about quadratic curve, some of which were similar to modern elliptic integral and surpassed the level of Dai-wei-ji.
夏鸾翔是晚清较早研究微积分的中算家，据其《致曲术》、《万象一原》，可知他在二次曲线求积问题上得到了比较全面的成果，有的已超过《代微积拾级》，某些成果近似近代的椭圆积分。
This paper discusses Xia's achievements on the integral problem about quadratic curve, some of which were similar to modern elliptic integral and surpassed the level of Dai-wei-ji.
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