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所以不包含N的阶乘。So there's no N factorial involved here.

现在，让我们回到阶乘函数上来。Now, let's return to the factorial function.

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再除以NA的阶乘，对B同样。Divided by NA factorial times the same thing for B.

像粒子这样，你需要除以N的阶乘。Like particles, you have to divide by N factorial..

就是说，现在我们要除以NA的阶乘乘以NB的阶乘的积。That is, now we have to divide by NA factorial times NB factorial.

这极大地限制了阶乘函数的可能范围。This limits greatly the possible range of your factorial function.

现在符号有两重意义，即组合意义和阶乘意义。The symbol now has two meanings, the combinatorial and the factorial.

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我们可以用斯特林近似,对于N！And now we're going to use Stirling's approximation for the N factorial.

这个阶乘函数有几个非常有趣的地方。There are a few features of this factorial function that are interesting.

编写了阶乘代码后，您可能发现该代码仍有错误。If you've written factorial code, you've probably noticed that the code is still wrong.

采用实验室研究的方式进行，以二因子完全随机设计。A 2x2 factorial design was used in this study and a series of experimental sessions were conducted.

那让我们在这指出，使用斯特林近似,对每一阶乘项。So let's just break that out then, and use the Stirling's approximation for each of the factorial terms.

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目的在屈光不正的镜片联合运算中应用及推广因式分解法。Objective The use of the factorial method in the calculation of lens combination to correct ametropic eyes.

对因子设计而言，现已有若干种不同方法来估计实验误差方差。For fractional factorial designs several different approaches to estimate this variance have been suggested.

作为直接推论给出了中心阶乘数反演关系的新证明。As immediate consequence of our results we give a new proof of the inverse relations of central factorial numbers.

用参照设计刻画最小附加混杂部分因析裂区设计。English version, Minimum secondary aberration fractional factorial split-plot designs in terms of consulting designs.

讨论了二水平无重复的因子试验中，散度效应估计的BM方法的一个重要性质。The BM method about the estimation of dispersion effects in two-level unreplicated factorial experiments was studied.

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当计算到零时，没有条件来停止它，所以它会继续调用零和负数的阶乘。There is nothing to stop it when it hits zero, so it would continue calling factorial on zero and the negative numbers.

然后，用累加型及阶乘型的多重非线性回归方法组建预报方程。Finally, forecast equations are established using the method of nonlinear multi-regression of accumulated and factorial type.

最后用三维自仿射分析得到了三维二阶阶乘矩的反常标度性。Finally, the anomalous scaling property of 3-dimensional second-order factorial moments is obtained from self-affine analysis.