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Some people keep smoking while running, but I've seen tons of runners who quit smoking, because they know that smoking doesn't jibe with their lifestyle.

一些人在跑步时抽烟，但我见到很多跑步的人戒了烟，因为他们知道抽烟与他们的生活方式不相容。

Here pis 1 or 2.In chapter 8. we extend the Runge-Kutta methods to variable delay differentialalgebraic system. It is proved that if the Runge-Kutta method which is algebraicallystable and diagonally stable is consistent with order p , the extended Runge-Kuttamethod with Lagrange interpolation procedure is D_A-convergence with order M. HereM=min{p, u + q + 1 }, and u + q is the degree of Lagrange interpolation polynomial.

第八章将求解常微分方程的Runge-Kutta方法改造后用于求解变延迟微分代数系统，并且证明如果代数稳定且对角稳定的Runge-Kutta方法对于常微分方程初值问题在经典意义下是p阶相容的，那么具有Lagrange插值过程的该方法是M阶D_A-收敛的，M=min{p，u+q+1}，u+q为Lagrange插值多项式的次数。

And then, this paper presents an algorithm of computing the left inverse or right inverse for these special rectangle matrices. In thenormal algorithms for solving these problems, we need O(m2n) multiplications ordivisions. The algorithms in this paper only need O + O(n2) multiplications ordivisions. The paper is built as follows.

常规的计算m×n阶不相容线性方程组的极小范数最小二乘解的算法所需计算量为O(m~2n)，而本文根据特殊矩阵的特殊结构，通过两种不同的构造方式给出了两类不同的计算极小范数最小二乘解的快速算法，并给出了求特殊矩阵的左逆及右逆的快速算法，它们的计算量均为O+O(n~2)。

The lemma is ready for proving the sufficientand necessary condition. We find that ?

引理是为证明直觉模糊关系方程相容的充要条件而准备的。

Free will: compatibilism, libertarianism, or no free will?

自由意志：相容论，自由论，或没有自由意志？

Based on Symplectic Algorithm, according to the theory of linear equation system and consistent conditions, a new algorithm is presented.

在辛算法的基础上，根据线性方程组理论和相容条件提出了一个求解约束的新算法。

He, the lingerer Kutuzov, whose motto was always "Time and Patience," the sworn opponent of precipitate action, he fought the battle of Borodino, and made all his preparations for it with unwonted solemnity.

库图佐夫老成持重，他的座右铭是"忍耐和时间"，他与那些主张死拼硬打的人是水火不相容的，就是他以前所未有的严肃态度，在做好一切准备之后，发动了波罗底诺战役。

Third, by the analogy of multi-point supported continuous beam, the equation for live load deflection was deduced.

不必在吊杆处断开；推导了基于虚拟梁法的新形式相容方程，以建立主缆任意2个连续状态之间的联系；利用多点支承连续梁的求解方法，给出了加劲梁的活载挠度方程。

In Chapter 4, a symmetric triangular partitioned secant method for solving large scale sparse unconstrained optimization problems is constructed, which is a combination of a secant method and a finite difference method, and depends on a consistent partition of the columns of the lower triangular part of the Hessian matrix; it reduces the number of gradient evaluations required by Powell and Toints algorithm (the indirect lower triangular substitution algorithm) by one at every iterative step.

此算法是基于稀疏Hesse阵的下三角部分的列的相容分划的基础上建立起来的，把割线法和有限差分法有机的结合在了一起，在每次迭代中，把由Powell和Toint的算法所需要的梯度赋值次数减少了一。

Finally, taking attention as the key line and adding psychology factors such as emotion and confidence, this paper explains some finance anomalies such as "Herd effect""home bias""time effect" and "announcement effect" etc, and discusses the relation between attention with some behavioral finance phenomena, for example "Frame theory""Anchoring""Availability""Memorability Heuristic"and "Representativeness Heuristic" and so on, Which demonstrates it is feasible to bring attention theory into behavioral finance research.

最后，以注意力为主线，结合情绪、信心等心理因素，对股票"家乡情节"、"羊群效应"、"时间效应"以及"公告效应"等金融异象进行了解释，并探讨了注意力与架构理论、锚定效应以及易得性、易记性、代表性等启发法的相容关系，证实了将注意力理论纳入行为金融的研究是可行的。

This one mode pays close attention to network credence foundation of the businessman very much.

这一模式非常关注商人的网络信用基础。

Cell morphology of bacterial ghost of Pasteurella multocida was observed by scanning electron microscopy and inactivation ratio was estimated by CFU analysi.

扫描电镜观察多杀性巴氏杆菌细菌幽灵和菌落形成单位评价遗传灭活率。