| 1. | And specify a zero time - out interval ,
，并且指定了一个非零的超时间隔， |
| 2. | For short ) degree is called plus cupping , if every nonzero c . e
)度被称为加杯的，如果它囿界的每个非零的c |
| 3. | Not equal to zero
非零的不等于零的 |
| 4. | This method is called only if the executable file returns a non - zero exit code
只有当可执行文件返回非零的退出代码时，才调用此方法。 |
| 5. | Now we ' ll let you in on a little secret : if will take any non - zero value to mean true
现在我们会让你看到一个小秘密. if将会把任何非零的数当作为"真"来处理 |
| 6. | And specify a nonzero time - out interval to ensure that data queued for outgoing transmission is sent
并指定非零的超时间隔，以确保排队等待被传出传输的数据已发送。 |
| 7. | You can ensure that data queued for outgoing transmission will be sent by setting the
，并且指定一个非零的超时间隔，从而可以确保排队等待输出的数据得到发送。这样， |
| 8. | Throughout this paper , we assume that a and b are rings with identities and the only idempotents in a and b are 1 and 0
设a ， b是两个有单位元的环，并且他们都只有平凡的幂等元， m为非零的( a ， b ) -双模。 |
| 9. | Write a program that reads three nonzero integers and determines and prints whether could be the sides of a right triangle
写一个程序，可以读出3个非零的整数，然后识别出这3个数字是否可以成为一个直角三角形的3边 |
| 10. | B . zhou & b . liu , matrices with maximum exponents in the class of doubly stochastic primitive matrices , discrete appl . math . 91 ( 1999 ) 53 - 66
柳柏濂,周波&李乔良,迹非零的布尔矩阵的广义幂敛指数,应用数学学报22 ( 1999 ) 574 - 578 |
