Definition of Infix notation

1. Noun. A notation for forming mathematical expressions using parentheses and governed by rules of operator precedence; operators are dispersed among the operands.

Generic synonyms: Mathematical Notation



Definition of Infix notation

1. Noun. (mathematics) Notation where operators appear between operands, for example ''a''+''b'' ¹

¹ Source: wiktionary.com

Infix Notation Pictures

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Lexicographical Neighbors of Infix Notation

infirmation
infirmative
infirmatories
infirmatory
infirmed
infirmer
infirmest
infirming
infirmities
infirmity
infirmly
infirmness
infirms
infitah
infix
infix notation (current term)
infixal
infixation
infixations
infixed
infixes
infixing
infixion
infixions
inflame
inflamed
inflamed ulcer
inflamedness
inflamer
inflamers

Literary usage of Infix notation

Below you will find example usage of this term as found in modern and/or classical literature:

1. Partial Evaluation and Automatic Program Generation by Neil D. Jones, Carsten K. Gomard, Peter Sestoft (1993)
"Thus (5+6) should formally be written as (+ 5 6), but we shall use ordinary infix notation where it clarifies the ..."

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