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In addition, access control policies of aggregated resources can be formulated as expressions of the algebra. Several algebraic properties of policy expressions are discussed. It shows that the algebraic properties of policy expressions can be used to verify whether policy composition results meet the protection needs of each party.

用代数表达式形式化地描述聚合资源的访问控制策略,讨论了策略表达式的若干代数性质,说明可借助策略表达式的代数性质去验证策略合成结果是否符合各方对聚合资源的保护性需求。

Alid also points out that we often think that expressions only relate to the layer properties (scale, opacity, positon, anchor point and rotation) but actually, they can work great with effects too, in our tutorial, we applied expressions on two effects (grid and Hue/saturation).

ALID也指出了我们经常认为表达式仅仅和涂层的属性有关系(比例,透明度,位置,锚点,和旋转),但是事实上,他们也可以和效果一起用,在我们的教程中,我们把表达式应用在两种效果上

There was an obvious increase of insulin receptor gene and protein in the cerebral ischemia reperfusion tissues in rats. The positive cells such as neuron, neuroglia cells, vascular endothelium cells possibly participated in regulating the processes of energy metabolism of cells and neovascularization. It implied that the high expressions of insulin receptors in vascular endothelium cells in ischemic zones possibly participated in regulating the pathophysiological changes of the blood vessels in ischemic zones; The higher expressions of insulin receptors in different cells were possibly one of the self-protective machanisms in which the ischemic tissues confront the anoxemia injury.

脑缺血再灌注大鼠脑组织胰岛素受体基因和蛋白水平表达增加;半暗带区神经元、部分神经胶质细胞及血管内皮细胞等阳染细胞可能参与脑缺血后组织细胞的能量代谢、促新生细胞形成等病理生理调节过程;胰岛素受体在缺血区血管内皮细胞高表达提示其可能在缺血区血管的病理生理变化中起某种调节作用;胰岛素受体在不同细胞中表达增高可能是缺血脑组织对抗缺血缺氧损伤的自身保护机制之一。

The control volume integration was applied to deduce the discrete expressions of the convection-diffusion equations. The staggered grid and SIMPLE algorithm were introduced to deal with coupling between pressure and velocity, and then the numerical computation expressions of such variables as fluid flow velocity and pressure were deduced. Using the backward difference method and incremental theory to discretize the governing equations for fields of chemical reaction, material structure and chemorheology, the numerical computation expressions of variables such as the monomer conversion, average molecular weight and fluid viscosity were constructed.

应用控制容积积分法导出了对流—扩散方程的离散表达式,引入交错网格技术与SIMPLE算法,实现了耦合的压力场与速度场的分离式求解,推导得到了流体的流动速度、压力等物理量的数值计算式;采用向后差分方法和增量方法,实现了化学反应场、材料结构场、化学流变场控制方程的离散,获得了反应转化率、聚合物平均相对分子质量、流体黏度等物理量的数值计算式。

Expressions of ChAT mRNA and protein were enhanced in 9 of the 18 lung tumor specimens; and expressions of ChoK mRNA and protein were increased in 14 of 18 lung tumor specimens compared with those of normal lung tissues. 8 of 18 lung cancer specimens were obvious increased in expressions of both ChoK and ChAT.

结果 18例肺癌的PET/CT图像均显示胆碱放射性摄取明显增高,18例肺癌组织细胞中,14例Chok mRNA及蛋白质的表达比正常肺组织升高,9例肺癌组织细胞ChAT mRNA及蛋白质表达升高,其中8例Chok及ChAT表达均升高。

In this thesis, we apply the equations of motion of steady Mach reflections and the oblique shock theory to derive polynomial expressions of the forms of f(r,Mo,P1) of downstream sonic and strong/weak separating conditions of reflected shocks of perfect-gas steady Mach reflections. We then obtain polynomial expressions of the forms of f(r,M0) for the limiting Mach angle condition of the above two expressions.

本论文首先应用稳态马赫反射流场运动方程式及斜震波关系式,推导出理想气体稳态马赫反射流场之反射震波下游之音速条件与反射震波之强弱分界条件之曲线解公式,并应用该曲线解公式来推导反射震波俱音速性质於Mach angle条件及反射震波俱强弱分界性质於Mach angle条件之公式。

The remainder of the program consists of a nested for loop that tests each regular expression in list expressions against each string in list testStrings .

程序的其他部分由对在 list testStrings 里的每一个字符串测试 list expressions 中的每个正则表达式的一个嵌套的 for 循环组成。

As the basis of inversion, we have summarized the overall expressions for Thomsen's parameters and their physical meanings, deduced the expressions of azimuthally varying NMO velocity that usually specifies an ellipse in the horizontal plane for any arbitrary anisotropy, and derived the expressions for the NMO ellipses described by Thomsen's parameters.

作为反演理论的基础,归纳总结了各类各向异性介质中Thomsen参数定义的形式及其相应的物理意义,推导了水平层状各向异性介质中方位NMO速度的椭圆属性方程及其Thomsen参数表示形式,并根据具体的介质参数,分别计算了HTI介质、正交介质和单斜介质中,在干裂隙和饱和流体填充裂隙的情况下的方位NMO速度。

The histopathologic changes included lymphocyte and monocyte infiltration,hyperplasia of synovial cells and small vessels,interstitial fibrosis,hyaline degeneration and cartilaginous metaplasia.The immunohistochemical observations showed that the high expressions of IL-1 and IL-6 were significantly different between the pathologic plicae and the control groups(P<0.01).The positive expressions of IL-1 and IL-6 were the synovial cells and monocyt-lymph cells in the pathologic synovial plicae.The positive expressions of MMP-1 and TIMP-1 have significant difference between the experiment and control group(P<0.01,P<0.05).The expression of MMP-1 was positive in synovial lining cell,monocyte,fibroblast,endothelial cell in small vessel and chondrocyte.The TIMP-1 expression was detected in the synovial lining cells and a small quantity fibroblast.

结果 正常滑膜皱襞和病理性滑膜皱襞在滑膜细胞增生及小血管增生、间质纤维化及玻璃样变、软骨化生组织学改变方面,差异均有显著性(P<0.01);IL-1、IL-6在病理性滑膜皱襞内的增生滑膜细胞、单核及淋巴细胞和在正常滑膜皱襞内的表达差异均有显著性(P<0.01); MMP-1、TIMP-1在病理性滑膜皱襞和正常皱襞内的阳性表达,差异具有显著性(P<0.01,P<0.05),MMP-1在增生滑膜衬里层细胞、单核和纤维母细胞、血管内皮细胞和软骨化生的软骨细胞呈阳性表达;TIMP-1只在滑膜衬里层细胞和少量纤维母细胞有表达。

In chapter 4, the plane-radial and plane-parallel flows for Newtonian fluid in fractal porous media are analyzed. Based on the same assumption as that in chapter 3, the expressions for porosity, flow rate, velocity and permeability for both radial and parallel flows are developed. The proposed expressions are expressed as a function of tortuosity, fractal dimension, maximum and minimum pore diameters, and there are no empirical constant and every parameter has clear physical meaning in the proposed expressions.

第四部分研究了分形多孔介质中牛顿流体的平面径向和平行流动,考虑到实际毛细管的弯曲性和毛细管管径的分形分布,给出了径向和平行流动时的孔隙数目、孔隙率、流量、流速和渗透率的分形表达式;得到了分形多孔介质中微可压缩流体的压力分布方程;得到了无量纲的渗透率、压力和流速的解析表达式。

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Plunder melds and run with this jewel!

掠夺melds和运行与此宝石!

My dream is to be a crazy growing tree and extend at the edge between the city and the forest.

此刻,也许正是在通往天国的路上,我体验着这白色的晕旋。

When you click Save, you save the file to the host′s hard disk or server, not to your own machine.

单击"保存"会将文件保存到主持人的硬盘或服务器上,而不是您自己的计算机上。