1.
principal formula of integral geometry
积分几何学的主公式
2.
PROGRESS IN GEOMETRIC INTEGRATION METHOD FOR MULTIBODY DYNAMICS
多体动力学的几何积分方法研究进展
3.
Integral Calculus: definite and indefinite integrals; fundamental theorem of calculus; techniques of integration; Taylor's Theorem; applications in geometry, physics and engineering.
积分学：定积分与不定积分、本定理、积分的方法、勒定理、分学在几何、理和工程学上的应用。
4.
topological differential geometry
拓扑微分几何(学)
5.
Two Problems in the Differential Geometry and Integral Geometry;
微分几何和积分几何中两个问题的研究
6.
He had recovered from a slow start to the extent that he taught himself advanced calculus and geometry textbooks.
他已从缓慢的开端发展到能依靠教科书自学高等微积分和几何学。
7.
A Proof of The Lebesgue Integral Calculus Geometry Significance;
Lebesgue积分几何意义的另一证法
8.
Dual Kinematic Formulas on Translative Integral Geometry
平移积分几何中的对偶运动公式(英文)
9.
general affine differential geometry
一般仿射微分几何(学)
10.
differential geometries of generalized spaces
一般空间微分几何学
11.
RKMK Geometric Integration of Non-linear Partial Differential Equations;
非线性偏微分方程的PKMK型几何积分方法
12.
FEM Analysis on Dynamic J-integral under the Influence of the Specimen Sizes.;
试件几何尺寸对动态J积分影响的有限元分析
13.
The Computation of Mathematical Expectation and Variance of Geometivc Distribution by Integral-reciprocal;
用积分-求导法求几何分布的期望与方差
14.
But by the time he was fourteen years old, he had recovered from a slow start to the extent that he taught himself advanced calculus and geometry from textbooks.
但到14岁时，他从早期迟钝中苏醒过来，能自学教科书，掌握了高等微积分和几何学。
15.
This cumulative development of mathematics applies especially to non-Euclidean geometry.
这种数学积累的发展特别适用于非Euclid几何。
16.
THE GEOMETRIC ORIGIN OF THE APPLICATION OF AREAS AND ITS ROLE IN GREEK MATHEMATICS
面积贴合法在希腊数学中的几何起源和作用
17.
Property of Jacobi Matrix and Theorem of Geometric Integral Transformation;
Jacobi矩阵的性质与几何体上积分变换定理
18.
Geometric Structure of One Type Integral Manifold Passing Limit Cycle in the Complex Domain;
复域上一类过极限环的积分流形的几何结构