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isoperimetric相关的网络例句

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One algorithm,isoperimetric algorithm based on graph theory is applied and researched on image segmentation.

采用一种基于图论的等周算法对图像的分割进行了研究。

The chord-integral inequalities are the development and summary of isoperimetric inequalities and the important contents of integral geometry and related disciplines.

弦幂积分不等式是等周不等式的发展和概括,是积分几何和相关学科研究的重要领域。

We can apply these method to more general problems by Researching the isoperimetric inequality on more general surfaces.

通过研究更一般的曲面上等周问题,可应用到更广泛的领域。

Then I introduce the isoperimetric inequality on minimal surfaces with connect boundary.

LI,R.SCHOEN和S-T YAU的文献[4]中边界连通的极小曲面的等周不等式。

The first section introduces some basic concepts[9].The second section introduces Schmidt"s method of proving isoperimetric inequality [2].The third section introduces Hurwitz"s method [9].The fourth section takes from my tutors lecture notes.The method is due to REILLY [10].Finally,I make use of variational method to prove the circle among the curves of length L encloses the biggest area on the plane.

首先介绍了平面上的一些基本概念[9],其次介绍了文献[2]中Schmidt证明等周不等式的方法,再次介绍了文献[9]中Hurwitz证明等周不等式的方法,然后介绍了导师吴发恩整理的文献[8]中REILLY的方法证明平面上的等周不等式[10],最后我利用变分的方法证明了平面上等长的曲线围成的面积最大时为圆。

Chapter 1,this chapter discusses the isoperimetric problem on the plane.

第一章,本章主要讨论平面上等周问题。

He also proposed and discussed the problem of isoperimetric figures.

他还提出并讨论过等周问题。

This thesis works for theoretical study on isoperimetric problem and related inequalities by using theory of geometry analysis, way of integral transformations and analysis inequalities.

本学位论文利用几何分析中的凸体理论,积分变换方法和解析不等式理论,研究了凸体和星体的等周问题和相关的不等式问题。

By investigating Newton\'s Problem of the Solid of Least Resistance,John Bernoulli\'s Brachystochrone Problem and Jacob Bernoulli\'s Isoperimetric Problem, the physics and Calculus background of the calculus of variations is illustrated,the fundamental thought together with the patterns of solutions are summarized,and the ideas and the interaction of the pioneers,such as the Bernoullis and B.

通过考察牛顿最小阻力体问题、约翰·伯努利最速降线问题和雅可布·伯努利等周问题等问题的提出过程及解决方法,深入探究了变分法诞生的深刻背景,提炼和概括出了伯努利兄弟和泰勒等先驱者解决变分问题的基本思想和求解模式,追溯了其微积分渊源,并分析了三位先驱(来源:ABCbc论文64网www.abclunwen.com)者之间的变分法思想传承及相互影响。3。

Then,isoperimetric algorithm is used to segment image video by combined with operation of morphology.

由于图像分割的重要性,对图像分割的研究就显得格外重要。

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