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- Doing area surface and volume integrals. 作面积分和体积分。
- He uses this assertion to evaluate real integrals. 他利用这个断言去求实积分的值。
- Reducing line integrals to ordinary integrals. 将线积分化为一般的积分。
- Expressed as or involving integrals. 积分的表示为或包含整数的
- This cuts the labor of evaluating integrals almost in half. 这几乎省去求解积分的一半劳动。
- An instrument for mechanically calculating definite integrals. 积分器技术性计算定积分的仪器
- Mathematicianstalk about axioms, integrals, and vector spaces. 数学家谈论的是公理、积分和向量空间。
- The last two integrals correspond to the natural boundary conditions. 最后两个积分对应于自然边界条件。
- An important method for evaluating integrals is a change in variables. 求积分值的一种重要方法是变量代换法。
- The main result of this paper is that an Archimedean Riesz space is a topological Riesz space in its order topology if and only if the order topology is contractible. 本文主要证明了阿基米德Riesz空间关于其序拓扑Riesz空间当且仅当其序拓扑是可缩的。
- We shall study double integrals over more general sets in the plane. 我们将研究定义在平面上更一般的集合中的二重积分。
- In addition, the natural BIE only contains Cauchy principal value integrals. 自然边界积分方程仅存在容易计算的Cauchy主值积分。
- But the Ij is an Aj early type, the sj is some not negative integrals. 而Ij是Aj的初式,sj是某些非负整数。
- For the table gratitude, the Vienna hotel will bestow 50 integrals for you! 为表谢意,维也纳酒店将为您赠送 50 积分!
- Numerical integration of ordinary integrals and line integrals. 一般的积分以及线积分的数值积分。
- In chapter 2, we discuss the boundedness of commutators of Riesz transform on the L~p(R~n) space which is generated by operator associated with Schrodinger and BMO functions associated with Schrodinger operator. 第二章主要讨论薛定谔算子相关的算子和与之相关的BMO函数生成的交换子L~p有界性问题。
- In the first part, we have some advanced argument on the properties of the A-topology for an Archimedean Riesz space E and the properties of the topological space E equipped with the A-topology. 第一部分主要研究了A-拓扑以及A-拓扑空间的一些性质,得到了两个主要结论:(1)若Archimedean Riesz空间E和非空子集A(?)
- YDUAN for mixed variational problems, a new mixed formulation based on Riesz representing operotors is presented for the thin axisymmetric cylindrical shell with free egde boundary conditions. 基于文[8]发展的混合结构问题稳定方法的框架,针对自由边界条件轴对称薄圆柱壳体问题,给出了其新型混合有限元计算模型。
- The quantum information can be taken from the classical description of physics by Feynman path integrals. 通过费曼路径积分可以从物理学的经典描述中提取量子信息。
- We shall now show that the change of variable formula for integrals is just as unforgettable. 我们现在来说明积分的换元公式也一样好记。