等价

This paper suggests the equivalence problem of natural convection heat transfer with vertical lay up flat in encapsulation cavities and gives theoretical proof as well.

提出了在封闭空腔内竖直平板自然对流换热的等价问题，并在理论上对其加以证明，同时通过流动可视化实验定性地验证了上述等价问题。

Secondly,the deterministic equivalence problem of theprobabilistic inequality is discussed,and the expression formula of thedeterministic equivalences for several commonly used probabilitydistributions,such as normal,exponent,uniform,β and Γ distributions etc.,are given for the linear function with respect to random variables,which solvesthe problem of the deterministic equivalence for the linear-function-class.

其次，本章讨论了概率不等式的确定性等价问题，就随机变量的线性函数类，给出了与几种常用的概率分布，如正态分布、指数分布、均匀分布、β分布、Γ分布等等，相关的确定性等价问题。

This equivalence relation, however, seems to be a very stringent condition that may limit the application domain of the rough set model.

此外，等价关系是经典粗糙集理论中最为关键和重要的概念，然而等价关系看起来是一个过强的条件，可能会限制了粗糙集模型的应用领域。

Based on the method of similarity measure, it proves that the equivalence relation of rough set can be transformed into fuzzy equivalence matrix comp.

在这种相似性度量方法基础上，证明了粗集的等价关系可以被转化为模糊等价矩阵。

To do so, we define an equivalence relation with finite equivalence classes over state spaces of DTITL models.

通过定义DTITL无穷状态空间上的具有有限个数等价类的等价关系，把DTITL的连续状态模型离散化为一阶区间时序逻辑模型。

We find an equivalence relation which divides the infinite timed state space into a finite number of equivalence classes.

在此基础上，论文使用适当的等价关系将无限多个整数格局划分为有限多个等价类。

The graph isomorphism is an equivalence relation on graphs and as such it partitions the set of all graphs into equivalence classes.

该图同构的等价关系的图形，因此，它的一套分区所有图表到等价类。

This paper gives a general equivalent infinitesimal of trigonometric functions,and utilizes the equivalentinfinitesimal to make questions become easy.

给出了三角函数的一般形式的等价无穷小，并利用等价无穷小，来简化求极限时繁琐的步骤

These new APN polynomial functionsare not Carlet-Charpin-Zinoviev equivalent to Dobbertin functions, and arenot equivalent to the known functions under certain conditions.

该APN函数不Carlet-Charpin-Zinoviev等价于Dobbertin函数，且在特定条件下不等价于已知的函数。

And some results on the isometries and equivalences of quantum codes are presented, one of which generalizes one of results of Bogart et al. By these results, we construct an isometry of quantum codes which is not an equivalent mapping but preserves the symplectic inner product, i.e.

研究了量子纠错码的等价性和保距同构，推广了Bogart等人的一些概念，并给出若干基本引理和定理，这些结论对进一步研究量子码的等价性和保距同构是非常有用的。

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。