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 andoperands: in infix notation the functions are placed betweentheir operands, such as "1+2". Although infix notation islimited to binary functions most languages mix infix notationwith 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.

infix notation

infix notation

infix notation

infix notation

infix notation

infix notation

Words related to infix notation

noun a notation for forming mathematical expressions using parentheses and governed by rules of operator precedence

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