奇

Here'sa video clip of the Kimo and Bam Bam Bigelow match up.

以下是视频剪辑的奇摩和巴姆巴姆比奇洛的比赛。

After Harry and his two close friends of the investigation, they discovered that the actual cause of these strange phenomena is Bigelow.

经过哈利和他两个好朋友的调查，他们发现原来真正导致种种奇怪现象的是奇洛。

This paper mainly studied the semilinear biharmonic elliptic equation with multi-singularity and critical exponcnt,in which we mainly studied,where N≥5,k∈N,(λ_1,λ_2,…,λ_k)∈R~4,(a_1,a_2,"",a_k)∈R~(4n) and 2~*=2N/N-4 is the critical Sobolev exponent.

文章主要在有界域Ω中研究了如下含多奇性的半线形椭圆型问题其中N≥5，k∈N，(λ_1，λ_1，…，λ_k)∈R~k，(a_1，a_2，…，a_k)∈R~且2~*=2N/N-4是临界的嵌入指数，由于Sobolev嵌入失去紧性，所以文章将通过集中紧原理得到正解的存在性。

In this paper, based on variational principle and bilinear coordinate transformation, a spline Kantorovich method using cubic B-spline function is presented to obtain an approximate solution for the free vibration problem of arbitrary quadrilateral plates with various boundary conditions.

本文从变分原理和双线性坐标变换出发，采用基于三次B样条的康托洛维奇法得到了带有各种边界条件任意四边形板自由振动的近似解答。

Chapter 3 introduces some methods seeking exact solutions for the nonlinear evolution equation, such as inverse scattering method, symmetry reduction method, Backlund transformation, Darboux transformation , Hirota bilinear method, Painleve analysis method, AC = BD model, and so on.

第三章简要介绍了非线性发展方程的若干求解方法，如反散射方法，对称与微分方程约化，Backlund变换和Darboux变换方法，Hirota双线性方法，Painleve奇性分析法，AC=BD框架下的精确求解等。

A binary check digit;for example, a parity bit.

一个二进制校验位，例如奇偶位。

Parity bit: A check bit added to a series of binary digit s to make the total odd or even according to the logic of the system.

奇偶校验：加于一组二进制数字内的一个校验数元。

That, in fact, is also a kind of interpretation of the biographee Savage, and reflects the biographer Johnson's political viewpoints, religion, and attitudes toward actors and love as well.

这实际上也是对传主塞维奇的一种理解，反映了传记家约翰生的政治观和宗教信仰，以及对待演员和爱情的态度。

A class of nonlinear two species competition singularly perturbed initial-boundary-value problems in a reaction-diffusion system in biomathematics was studies using the modern method of differential equation.

利用微分方程的近代方法研究了生物数学中一类非线性两种群竞争模型的反应扩散系统奇摄动问题。

A graph is bipartite if it does not contain an odd cycle.

一个图是二部图，如果它不包含奇圈。

The split between the two groups can hardly be papered over.

这两个团体间的分歧难以掩饰。

This approach not only encourages a greater number of responses, but minimizes the likelihood of stale groupthink.

这种做法不仅鼓励了更多的反应，而且减少跟风的可能性。