这些字段将跟踪已在循环中执行的迭代数，并检查该条件以确定何时结束。
These fields keep track of the number of iterations that have been performed in the loop, and check the condition to determine when to end.
然后，一个while循环迭代数据集，在一个方便的数组中存储信息以便将来进行显示。
A while loop then iterates through the dataset, storing the information in a convenient array for later display.
for - each循环：当迭代数组时，编译器生成归纳变量和标准的数组迭代语法。
For-each loop: When iterating over an array, the compiler generates an induction variable and the standard array iteration idiom.
for - each循环能够迭代数组或集合中的元素。
The for-each loop can iterate over the elements of an array or of a collection. Listing 1 shows the syntax of iterating over a collection with the for-each loop.
接着对速度空间提出一种类似的网格转移算子，并给出W循环的多重网格法来解对应的代数方程组。
Then a similar intergrid transfer operator is given for the spaces of velocity, and the W-cycle multigrid method is presented for solving the algebraic equations.
对准循环Q矩阵和完全循环差集进行了研究，在此基础上提出了一种LDPC码码族的代数构造方法。
This paper presents an algebra method for constructing LDPC code based on Vandermonde matrix, which includes quasi-cyclic Q matrix and the perfect cyclic difference sets.
接着对矩阵代数m_3 (C)的子代数上的2 -上循环进行了等价刻画，得到了其上的双线性映射是2 -上循环的充要条件。
Subsequently, we character and study the 2-cocycles on a subalgebra of the algebra M3 (c) and obtain the necessary and sufficient conditions that a bilinear mapping is a 2-cocycle on this algebra.
以国际标准CRC-CCITT循环冗余校验码为研究对象，利用近世代数多项式理论证明其奇偶校验性质、最小码距和纠正单比特错误能力。
The polarities check ability, minimum code distance and capacity of correct single bit error of CRC-CCITT are proved by using galois field polynomial theory.
以国际标准CRC-CCITT循环冗余校验码为研究对象，利用近世代数多项式理论证明其奇偶校验性质、最小码距和纠正单比特错误能力。
The polarities check ability, minimum code distance and capacity of correct single bit error of CRC-CCITT are proved by using galois field polynomial theory.
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