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Based on the fundamental solution of circular load in the interior of the layered half space, the second kind of Fredholm integral equation of the single pile in layered saturated viscoelastic soil is obtained.

为了求解该问题，首先利用层状饱和土的圆形载荷基本解，建立了时域内层状饱和土地基中单桩的积分方程。

Although PSPgo can not break a solution,whose deft fad outward appearance and built-in 16 G memory space have attracted no few play family indeed.

虽然PSPgo不能破解，但是其轻巧时尚的外观及16G的内置存储空间确实吸引了不少的玩家。

Solution the demerit -"Floating glass garden" absorbed southern sunlight "Glass box of light" that will absorb the useful sunlight was introduced to inside space of the various level and these boxes which are planted with flower and fruit are functioned as "Floating glass garden".

解决缺点-"浮法玻璃花园"吸收南面阳光"充满光线的玻璃盒子"，将吸收有益的阳光被介绍给了这些不同层面的种植了花卉和水果被称为"花园浮法玻璃盒子内运作空间"。

Solution the demerit -"Floating glass garden" absorbed southern sunlight解决方案的缺点-"浮法玻璃花园"南部吸收阳光"Glass box of light" that will absorb the useful sunlight was introduced to inside space of the various level and these boxes which are planted with flower and fruit are functioned as "Floating glass garden".

"玻璃的光的盒子"，将吸收有益的阳光被介绍给了这些不同层面的种植了花卉和水果被称为"花园浮法玻璃盒子内运作空间"。

This paper discusses a new generalized Quasi-vector variational inequality problem of Gateaux differential mappings in Banach space and proves the existence of a solution for such a problem by the KKM theorem.

研究了Banach空间中一类G-可导映射的广义拟向量变分不等式问题，运用KKM定理证明这类问题解的存在性，并在适当的条件下证明了此类问题与Konnov I V和Yao J C等人提出的广义向量变分不等式问题是等价的。

This paper study the connectedness of the set of cone efficient solution s for cone quasiconvex multiobjective programming in locally convex Hausdorff topological vector space.

本文研究局部凸的Hausdorff拓扑向量空间中锥拟凸多目标规划锥有效解集的连通性问题。

On the basis of least potential energy theory the stability and convergence are analyzed and discussed in Hilbert space, and the basic condition ensuring uniqueness and convergence of solution is given.

在Hilbert空间内，从最小势能原理出发对非协调数值流形方法的稳定性和收敛性进行了分析和讨论，得到了保证非协调流形元解唯一存在和收敛的基本条件，完善了非协调数值流形方法的理论基础。

Arkeryd [5], then we use the results about moment and entropy given in [6], andprove that there exists a space homogeneous solution in L~1(R~3) to this equation withunbounded collision frequency.

Arkeryd紧性方法[5]的启发，根据[6]中给出的熵与矩的结果，在碰撞机率无界的情况下，证明了线性半导体Boltzmann方程在L~1(R~3)空间中存在均匀解。

There is the Cauchy problem of hyperbolic system with weak damping in Chapter4. In the space of dimension N=1,3, exploiting the semigroup method, the global existence and the decay behavior of the solution with small initial data to problem (about problem with small initial data) is put forward.

当空间维数N=1，3和初值充分小时，利用半群理论得到问题整体解的存在性，并对于整体解给出一致衰减估计；当空间维数N=1 时，利用试验函数方法讨论解在有限时刻爆破的条件。

In the theory of polymer solution, the impregnant is recognized as the continuous medium in the space.

格子模型的基本思想是高分子的粒子单元只能取空间某些规定的格点。

As she looked at Warrington's manly face, and dark, melancholy eyes, she had settled in her mind that he must have been the victim of an unhappy attachment.

每逢看到沃林顿那刚毅的脸，那乌黑、忧郁的眼睛，她便会相信，他一定作过不幸的爱情的受害者。

Maybe they'll disappear into a pothole.

也许他们将在壶穴里消失