如果表达式

If an array has a run-time expression as its bounds, then it is a VLA.

如果一个数组以一个运行时表达式作为边界，那么它就是一个变长数组。

If the program uses all of available memory, then it is possible for a new expression to fail.

如果程序用完了所有可用的内存， new 表达式就有可能失败。

If the power series ∑anxn an ∑anxn and ∑bnxn satisfy the condition r =∑bn xn, we obtain the twin combinatorial identity theorem between the sequences {an} and bn}.We also obtain some specific twin combinatorial identities by using the expansion on the binomial expression formula, including two expansions of combinatorial number(rsn and ...

如果幂级数∑anxn与∑bnxn满足条件r＝∑bnxn 时，获得数列｛an｝与｛bn｝之间孪生组合恒等式的定理，应用在二项式定理等展开式上得出具体的多组孪生组合恒等式，其中包含组合数的两种展开法，Bernoulli数直接表达式的新证等结果。

If want to prevent this kind of warning, should change untapped expression compulsively for Void type.

如果要防止这种警告，应该把未使用的表达式强制转换为void类型。

For example, the conditional operator is often used to print one or another value, depending on the result of a condition. Incompletely parenthesized uses of the conditional operator in an output expression can have surprising results

例如，经常使用条件操作符根据一定的条件输出一个或另一个值，在输出表达式中，如果不严格使用圆括号将条件操作符括起来，将会得到意外的结果

In order to support regular expressions, if you are using a date format that has .

为了提供正则表达式的支持，如果你使用一个包含。

If the body of L is a statement block, if the set formed by the types of the expressions in the block's return statements contains exactly one type to which each type in the set is implicitly convertible, and if that type is not the null type, then that type is the inferred return type of L .

如果 L 的主体是一个声明块，且如果这套由表达式类型格式化的在该声明块中的返回声明包含确实的一种类型，并且这套类型中每个类型都是可以被隐式转换的，再且那类型不为 null 类型，那么类型可以从 L 的返回类型所推断的。

If the body of L is a statement block, if the set formed by the types of the expressions in the block's return statements contains exactly one type to which each type in the set is implicitly convertible, and if that type is not the null type, then that type is the inferred return type of L .

如果 L 的体是一个语句块，如果由语句块中 return 语句表达式的类型形成的集合正好包含一个集合中每个类型都可隐式转换成的类型，那么这个类型就是推导出的 L 的返回类型。

Evidence suggests that 1 under more stable stratification, the basic flow, if moving faster at low and high levels (particularly in the presence of jets there), allows a resulting meso-β unsteady wave to propagate eastward with respect to basic flow and even at greater velocity compared with it; 2 vertical windspeed shear of basic flow causes instabilities of the TWT perturbation; 3 considering the second derivative of basic-flow wind with respect to z (denoted by zz≠ 0 which is simply given as β* hereafter) the expression for the phase velocity of vortex Rossby wave is obtained, which is unidirectional in propagation with respect to basic flow; 4 VRoW has its physical origin from β*, i.e., from z-varying heterogeneities of y-direction averaged vorticity of the basic flow field; 5 VRoW phase velocity is associated with zonal wave number k, its energy is dispersive and the group velocity exists in the x direction; 6 when windspeed meets the condition of β*, TWT disturbance instability may be that of mixed VRoW and gravity wave; 7 if basic flow is subject to linear shear but does not meet the condition of β*, the TWT instability is that of inertia-gravity wave.

在大气层结比较稳定的情况下，如果基本气流在低层和高层较大(有可能存在低空急流和高空急流)，此时产生的β中尺度不稳定扰动相对于基流向东传播，甚至于快速向东传播。基本气流在垂直方向上的风速切变对于中尺度横波型的扰动起着不稳定的作用。如果考虑基流的二次切变，可以得到涡旋Rossby波的相速度表达式，涡旋Rossby波相对于基本气流是单向传播的。涡旋Rossby波产生的物理根源是基本流场的风速二次切变，亦即基本流场y方向的平均涡度在空间z方向上的不均匀所致。涡旋Rossby波的相速度与纬向波数也有关，它的能量是频散的，其在纬向x方向也存在群速度。在基本流场的风速存在二次切变时，横波型不稳定可能是混合的涡旋Rossby重力波的不稳定；而在基本流场的风速仅仅存在线性切变，不存在二次切变时，横波型扰动的不稳定则是重力惯性波的不稳定。

C# or C++ is the only real way to implement quite a system - You can do moderately complex setups with max, ray detection etc with a layer of abstraction being skin/morphs etc - driving verts directly would need more strong root programing foundations.

如果你希望接近pixar的那种效果，你需要直接或者间接的使用表达式来驱动模型上的点，在这基础上你还需要将这些动画缓存起来，因为如果不的话max会因为过大的数据量当掉，缓存可以像pixar那样one step back， two steps forwardwhat？

Do you know, i need you to come back

你知道吗，我需要你回来

Yang yinshu、Wang xiangsheng、Li decang,The first discovery of haemaphysalis conicinna.

1〕 杨银书，王祥生，李德昌。安徽省首次发现嗜群血蜱。