Comparison operator &1 operands not compatible.
说明：比较操作符&1操作数不兼容。
The le operator in the last element below is an example of a value comparison operator.
下面最后一个元素中的le运算符就是值比较运算符的一个例子。
std::pair has a comparison operator that does effectively the same comparisons as your version.
pair有一个比较运算符，跟你刚才写的那个一样。
In the Join dialog box change the comparison operator between the primary keys as required.
如有需要，在[联结]对话方块中变更主索引键之间的比较运算子。
The goal here is to avoid accidentally using the single-equals assignment operator instead of the double-equals comparison operator
目标在于避免意外地使用单等号赋值运算符而非双等号比较运算符
Determines validity by comparing a specific field in one control to a specific field in another control using a specifiable comparison operator.
使用可指定的比较运算符来比较某控件中的特定字段与另一控件中的特定字段，并以此来确定有效性。
When used as a comparison operator, it evaluates whether the value on the left is equal to the value on the right, as shown in the following example.
做为比较运算子使用时，它会评估左边的值是否等于右边的值，如下列范例所示。
The logical operators have lower precedence than the individual comparison operators, which makes sense because the comparison has to be evaluated before the logical operator can be evaluated.
逻辑运算符的优先级低于单独的比较运算符，这一点意义重大，因为必须先计算比较运算符，然后才能计算逻辑运算符。
In the first example in Listing 1, the -gt operator performs an arithmetic comparison between two literal values.
在清单1的第一个示例中，- gt操作符对两个字符值之间执行算术比较。
So far, to use custom comparison functions, the standard practice has been to define your own function object and then define the operator appropriately.
到目前为止，要想使用定制的比较函数，标准的做法是定义自己的函数对象，然后适当地定义操作符。
In comparison with the differential operator and its inverse - integral operator, the difference operator and its inverse (sum operator) are discussed in this paper.
与微分算子及其逆算子积分算子作比较，讨论了差分算子及其逆算子(和分)。
So the only thing you changed is adding another operator and (possibly) slowing down loop a little (AFAIR comparison is slower than bit operators).
所以你唯一改变的是添加另一个操作符和(可能)循环减慢一点(拖欠的比较是慢于操作符)。
The conclusion derived from the comparison between the two methods is useful to the integral operator solution.
用积分算子求解法 ，得到了具有反射边界条件的、含控制参数的抽象动力方程边值问题的解。
The conclusion derived from the comparison between the two methods is useful to the integral operator solution.
用积分算子求解法 ，得到了具有反射边界条件的、含控制参数的抽象动力方程边值问题的解。
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