顺利就好 发表于 2023-9-17 20:34:32

语法求助!!!!

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


大佬们,请问这个语句里面的IFLAG(K)和IFLAGP(K)是什么意思,这个IFLAG函数的作用是什么?

风平老涡 发表于 2023-9-17 21:14:43

最有可能是指IFLAG或IFLAGP第K个的数组元数,也有可能是数值函数IFLAG或IFLAGP的输出。如果是数值函数,就得找到函数定义处才能了解函数的作用。

顺利就好 发表于 2023-9-17 23:52:29

风平老涡 发表于 2023-9-17 21:14
最有可能是指IFLAG或IFLAGP第K个的数组元数,也有可能是数值函数IFLAG或IFLAGP的输出。如果是数值函数,就 ...

好的谢谢,它的定义是这样的
Integer IFLAG(1:241),IFLAGP(1:24)

fcode 发表于 2023-9-18 07:51:23

那这是数组,从名字是来看,是某种标签。对于贴了不同标签的数组元素,做不同的处理(计算)

顺利就好 发表于 2023-9-21 17:29:39

fcode 发表于 2023-9-18 07:51
那这是数组,从名字是来看,是某种标签。对于贴了不同标签的数组元素,做不同的处理(计算) ...

谢谢大佬解惑
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