infinitesimal calculus
英 [ˌɪnfɪnɪˈtesɪml ˈkælkjələs]
美 [ˌɪnfɪnɪˈtesɪml ˈkælkjələs]
n. 微积分
英英释义
noun
- the branch of mathematics that is concerned with limits and with the differentiation and integration of functions
双语例句
- In the present paper, we make use of the generalized Duhamel principle to justify Infinite Sum Theorem which laies a strict logical foundation for the infinitesimal element method in standard integral calculus.
这篇短文利用广义Duhamel原理，证明了无限叠加定理.这一定理为标准分析中的微元法，莫定了巩固的逻辑基础。 - On Infinitesimal Calculus Method in Exponential Analysis
论指数分析中的微积分法 - Application of infinitesimal calculus to drawing internal force diagrams
微分关系在画内力图中的应用 - After introducing the infinitesimal calculus analysis, the influence of the arrangement which is caused by the factors can be eliminated, so that the interlocking substitution can be more scientific and objective in the economic analysis.
在引进微分分析之后，就可以消除由于因素排列的不同所造成对指标的不同影响，使连环替代法在经济分析中更科学、更客观。 - The exponential analysis method in the statistical principle is studied by using infinitesimal calculus method, and the more precise method for different forms of alteration and variable quantity in exponential analysis method is put forward.
应用微积分方法对统计学原理中的指数分析方法进行了研究，提出了对指数分析法中的变量变动的不同形式进行更为精确他测定的方法。 - The inequality is used widely in functional analysis, matrix theory, it is proved again from infinitesimal calculus.
此不等式在泛函分析、矩阵理论方面有着广泛的应用，从微积分学角度出发再给予证明。 - How important do you think infinitesimal calculus is in life?
您觉得微积分在生活中有多重要？ - According to the typical example, the hyperboloid of one sheet unpaired formula has been established by using infinitesimal calculus which application also has been described in mechanical designing and manufacture
通过典型实例，运用微积分知识建立单叶双曲旋转面方程并论述了其在机械设计和制造中的应用 - Estimation of reserves by infinitesimal calculus for porous sandstone gas reservoir
孔隙砂岩气藏储量微积分计算方法 - Through the resemblance of conception, geometry, structure and motion in infinitesimal calculus, the application of the theory of resemblance in infinitesimal cal-culus was expounded.
并以微积分学中概念、几何、结构以及运动的相似性，说明了相似论在数学领域的实际运用。