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术语 infix notation
释义 infix notation
中缀表示法;[中置记法]
A method of forming mathematical expressions, governed by rules of operator precedence and using paired delimiters such as parentheses, in which the operators are dispersed among the operands, each operator indicating the operation to be performed on the operands or the intermediated results adjacent to it.Examples:(a) A added to B and the sum multiplied by C is represented by the expression (A+B)×C.
(b) P AND the result of Q AND R is represented by the expression P & (Q & R). NOTE: If it is desired to distinguish the case in which there are more than two operands for an operator, the phrase “distributed infix notation” may be used.
根据运算符优先规则和成对限定符(如括号)的使用来形成数学表达式的一种方法。 按照这种方法,运算符插在运算对象中间,每个运算符指示同它两边相邻的运算对象或中间 结果所执行的运算。例1: A加B的和乘以C可用表达式(A+B)×C来表示。例2: P同Q“与”R 的结果相“与”可用表达式P&(Q & R)来表示。注: 如果要区别有两个以上运算对象参加运 算的情况,可以使用术语distributed infix notation。
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