查询词典 boundary point

Lasting Chanel, Chanel has already become the most well-known brand of world;Double the classic LOGO of the C will inherit a vogue forever popular, never be absent.The Chanel madam is born in 1883 and passes away in 1971, the COCO is her childhood name, although she lees us for a long time, the style of its classic always that time still the founder of boundary.She most shows affection for to be with black and white carry on beautifully changing magically and carry out a kind of absolute pleasant impression and perfect harmony.She lee many become the direct mind tutor who guides to spread this ages to popular viewpoints, she think what the United States point is inside outside all beautiful, although spread to continuously put forth new ideas, the style can never be eliminate.In the meantime her believe deeply is the be"simple" st way which lets the fine texture present and her classic design for lee include:NO.5 perfume, be the inclined line soft, double color shoe, black and small dress etc., the accessories of classic is the leather that the assertion lets woman's hands vacate to wear the handbag that the chain take, she show affection for of the mountain camellia also still blooms in the dinner of silk ans stain the pack the ectype pattern.Chanel although from clothing house, as early as 1925 she starts entrust to produce a little amount rouge, lipstick and skin care products and provide oneself and the guest use, display just in the Chanel dress boutique, these merchandises he already beat up the CHANEL name, the perfume of the No.5 appears on market in 1921, beginning go toward perfume, cosmetics development, perfume and cosmetics he become Chanel performance very outstanding item now, separate to release a kind of new perfume for a while each time, in the aspects of leading cosmetics fad, Chanel also takes a lot of trouble, the quarterly releases a new merchandise each time, and lead the quarter don't sell!

永远的香奈儿，香奈儿已经成为全球最知名的品牌；双C的经典LOGO将永远袭卷时尚流行、永不缺席香奈儿夫人出生于1883年、逝世于1971年，COCO是她的小名，虽然她离开我们很久，但是其经典的风格一直是时尚界的鼻祖她最钟爱用黑色与白色进行美丽的幻化，实现一种绝对的美感以及完美的和谐她留下许多对流行的看法，成为引导这个时代流行的直接心灵导师，她认为美指的是内外皆美，虽然流行不断推陈出新，但是风格永远不会被淘汰香奈儿虽然由服装起家，但早在1925年她就开始委托生产少量腮红、口红和保养品，供自己和客人使用，仅在香奈儿服饰精品店陈列，但这些商品已打上CHANEL名号，1921年五号香水上市，开始往香水、化妆品开发，现在香水与化妆品已成为香奈儿表现相当出色的项目，每隔一阵子就推出一种新香水，在领导化妆品流行方面，香奈儿也煞费苦心，每一季推出一项新商品，而且过季不售！

Through the segmentation of the spatial box bounded by point cloud, efficient extraction of boundary information is implemented.

通过对点云数据进行空间三维划分，实现了边界信息的高效提取。

A class of elliptic problems in Orlicz-Sobolev space with Neumann boundary conditions are studied. The sublinear case and the superlinear case are discussed, and using the classical critical point theory with the Cerami compactness condition two existence theorems are given.

研究一类在Orlicz-Sobolev空间上具有Neumann边界条件的椭圆问题，分别讨论了次线性和超线性情形，利用满足Cerami紧性条件的经典临界点理论给出两个解的存在性定理。

The existence and uniqueness of the solution with the help of the Banach fixed point theorem and the theory of operator semigroups are verified .The global exponential stability of KS equation and the global exponential stability and asymptotical stability of macro KS equation with the given boundary feedbacks are proved .

通过Banach不动点原理和算子半群理论证明了方程解的存在性和唯一性，并证明了KS方程在给定的边界反馈条件下是全局指数稳定的及广义的KS方程在给定的边界反馈条件下是全局指数稳定和渐近稳定的。

The physical meanings of BEM are extended by the FBEM and FPFM. On the basis of solving plane problems sueessfully with FBEM and FPFM, the article recommends the fictitious boundary element method and fictitious point force method to solve three dimensions problem in solid mechanics.

本文对边界单元法进行了改进，提出了使用方便、灵活、物理意义清晰的虚边界单元法和点载荷法，较好地解决了局部数值解精度不高的问题，并将所提出的方法推广应用到求解三维问题，减少了问题的复杂性。

Chapter two mainly considers the periodic boundary value problems for impul-sive differential equations. Some existence results, obtained by the help of Schaeffers fixed point theorem and the method of upper and lower solutions coupled with the monotone iterative technique.

第二章讨论了两类周期边值问题，通过利用Schaeffer不动点定理，上下解方法和单调迭代方法，建立了解存在的充分条件。

In this paper, by using fixed point theorems of strict set contraction mapping, we study two kinds of boundary value problems for compact type conditions in Banach spaces.

中文摘要：本文利用严格集压缩映象的不动点定理分别讨论了紧型条件下的两类Banach空间边值问题。

We use the Leggett and Williams fixed point theorem to discuss the existence of three positive solutions for the boundary value problem of second-order nonlinear functional differential equation.

我们使用Leggett和Williams不动点定理讨论了二阶非线性泛函微分方程边值问题的三个正解的存在性。

The length of boundary and the area of the field is calculatedAthe objects in field Can be marked by point, line, label and the geographical feature in field can be added, deleted, found, modified and so on.

其主要内容包括：1、GPS与GIS有机地融合；2、地图的放大、缩小、移动等的GIS功能；3、地块的周长和面积计算；4、田间地物的标注；5、空间数据的采集、数据分析、现场成图、栅格采样、平行导航等功能。

In this paper the conflicting discussion of scholastic view-point on seepage force which has lasted many years is stated. Then the physical concept of seepage force and its related forces including the resolved two components (a seepage force and a buoyant force) from seepage resultant force, the transformation between the seepage force and boundary pore water pressures, schematic diagram of forces acting on unit soil mass and the mathematic proof by Green theorem are described.

追述了多年来对渗透力学术观点的争论，并再就此问题论述了渗透力的物理概念及其与之相关的各力（包括渗流作用合力及其分解成的两个分力，渗透力与周边孔隙水压力的转换关系及各力作用在单位土体的图示；从数学上引用格林公式，证明土体表面水压力与土体本身渗透力之间的转换关系。

Singer Leona Lewis and former Led Zeppelin guitarist Jimmy Page emerged as the bus transformed into a grass-covered carnival float, and the pair combined for a rendition of "Whole Lotta Love".

歌手leona刘易斯和前率领的飞艇的吉他手吉米页出现巴士转化为基层所涵盖的嘉年华花车，和一双合并为一移交&整个lotta爱&。

This is Kate, and that's Erin.

这是凯特，那个是爱朗。