infix notation


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Related to infix notation: reverse Polish notation

infix notation

[′in‚fiks nō‚tā·shən]
(mathematics)
A method of forming mathematical or logical expressions in which operators are written between the operands on which they act.

infix notation

(language)
One of the possible orderings of functions and operands: in infix notation the functions are placed between their operands, such as "1+2". Although infix notation is limited to binary functions most languages mix infix notation with prefix or postfix notation, as a form of syntactic sugar.

infix notation

The common way arithmetic operators are used to reference numeric values. For example, A+B/C is infix notation. Contrast with Polish notation and reverse Polish notation.