theorems的例句大全

The definition and theorems on unascertained continuous function between two unascertained topological spaces are introduced.

给出二未确知拓扑空间中的未确知连续函数的定义及定理.

According to the stability judgment of the KTC theorems, the effects on the stability of the system of the elastic force, the gyro force and the damping force are analyzed.

根据KTC定理给出的稳定性的判别方法，对弹性力、陀螺力和阻尼力对系统稳定性的作用进行了分析。

A new theory in the basic research of the condensed matter physics ⅰ the substantial molecule structure and theoretical equation of liquid heat capacity and 3 theorems

凝聚态物理学基础研究领域中的新理论Ⅰ&纯质的分子结构与液体C（p，1）理论方程及3个定理

Several New Fixed Point Theorems for P1 ─ Compact Mappings

P1&紧映象的几个新的不动点定理

Some Stability Theorems of Continuous System in Banach Space

Banach空间中的连续时间稳定性的几个定理

New proofs of two basic theorems in Banach Space

对巴拿赫空间理论中两个定理的新证明

In this paper We discuss several semi-homeomorphic equivalent theorems aad its application for semitopological space.

本文讨论半拓扑空间的半同胚等价定理及其应用.

Matrix proofs of several theorems in linear algebra are given.

摘要给出了线性代数中几个定理的矩阵证法.

Theorems are derived from the axioms.

命题则从规律中推演得来.

Ryan is really an admirable contemporary scholar, for his one invention includes so many scientific theorems!

雷恩果然是当代了不起的学者, 这一项发明就包括了许多科学原理!

Law of the iterated logarithm and martingale property theorem are two important theorems about Brownian motion.

重对数律及布朗运动的鞅刻划为有关布朗运动的两个重要理论.

Then the mathematical formula about intensity distribution was obtained by Fourier transform after and Convolution theorems.

而在数学上,则通过傅立叶变换和卷积处理得到其强度分布的数学表达式.

Finally, we also give the duality theorems under the above generalized F convexity.

最后我们亦讨论了(VP)在正切锥真有效解意义下的对偶性质.

In the fourth chapter we extend the converse comparison theorems by using Representation theorem.

第四章利用生成元的表示定理对倒向随机微分方程的逆比较定理做了推广.

With the topological degree , the fixed theorems for upper semicontinuous set-valued 1-set-contractive mapping is studied.

研究了上半连续集值 1- 集压缩映射的不动点定理.

In this paper , two theorems on chord at contact equation a nonsingular conic have been proved.

证明了非退化二次曲线切点弦方程的两个定理.

Only in Cartesian coorsinates a lot of theorems and rules in quantum mechanics are correct.

量子力学中的定理和规则有许多仅在笛卡儿坐标系中才能得以成立.

Self-contained, the book examines situations where explicit algebraic analogues of theorems of number theory are available.

拘谨, 书检查情势,在那里数论的定理的明确代数学的类似物有货.

Some existence theorems of periodic traveling wave solutions for this kind generalized BBM equation are given.

在给定的参数条件下,得到了该方程光滑孤立波解及周期行波解的所有可能的显式表达式.

Some generalizing forms for monotone class theorems of functional forms are given.

给出了函数形式的单调类定理的几种推广形式.