infix

A small glyph placed inside another is called an infix.

It's called an infix, and is used for emphasis.

Certain arithmetic operations can be also called using an infix notation.

The subject prefix is placed first, and then the object infix.

In mathematics, France uses the infix notation like most countries.

To compete in this space it was decided to switch to Infix notation.

It is often written in infix notation for convenience.

A binary operation is usually written in the infix form:

Even entirely new types can be defined, complete with custom behavior for infix operators.

Infix requires you buy a full license or use their "Pay to Save" program.

Although there are some notable exceptions, the control block structures appear as they would in a standard infix language.

Like , it is used as an infix operator between and .

Negation is expressed by the infix -me2- immediately following the stem.

The infix symbol suggests the intended interpretation, set membership.

Likewise, there is no requirement for the precedence rules required in infix notation.

There are other ways of producing postfix expressions from infix notation.

English and the other Germanic languages show only vestiges of the nasal infix.

Expressions and equations are entered in standard algebraic infix notation.

When evaluating infix expressions, the order of evaluation is left to right, no operator takes precedence over another.

Any method can be used as an infix operator, e.g. and are equivalent.

In many programming languages, string concatenation is a binary infix operator.

Some of the meanings imparted using this infix are:

Subtraction is denoted by a plus and minus signs in infix notation.

This is a particular implementation of infix notation where functions require their parameters to be in brackets.

With infix notation, one easy mnemonic for remembering the order of operation is: