fixed-point arithmetic

These calculations are all done in signed 16.16 fixed-point arithmetic.

The processor used fixed-point arithmetic with a two's complement format.

Both transforms are done with fixed-point arithmetic to avoid rounding errors.

As with fixed-point arithmetic, the results of some floating-point operations cannot be represented in the standard format.

Configurable instruction set including support for integer, floating-point and fixed-point arithmetic.

Tremor is an implementation of a Vorbis decoder using fixed-point arithmetic.

These often process data using fixed-point arithmetic, though some more powerful versions use floating point arithmetic.

Fixed-point arithmetic is often used to speed up arithmetic processing

Fixed-point arithmetic data "words" could be any size from two decimal digits up to all of memory not used for other purposes.

The scheme used block floating-point using fixed-point arithmetic hardware, in which the sum-checks were precise.

Not to be confused with fixed-point arithmetic, a form of limited-precision arithmetic in computing.

The X1 arithmetic operators used binary fixed-point arithmetic.

Fixed-point arithmetic, a manner of doing arithmetic on computers

It employed ordinary base-10 fixed-point arithmetic.

The DSP56000 uses fixed-point arithmetic, with 24-bit program words and 24-bit data words.

Fixed-point arithmetic blockset for bit-true simulation and code generation

See fixed-point arithmetic.

On this computer there is no fixed-point arithmetic, and all arithmetic is done in short or long floating-point format.

Fixed-point arithmetic

Some structures are better for fixed-point arithmetic and others may be better for floating-point arithmetic.

Fixed-point arithmetic -> Precision loss and overflow

A "floating point" type is a compromise between the flexibility of a general rational type and the speed of fixed-point arithmetic.

One of the available features is pure fixed-point arithmetic to avoid rounding errors which would arise with floating-point arithmetic.

The processor is available in many different variants, some with fixed-point arithmetic and some with floating point arithmetic.

Thus the Burroughs B6700 computer provides no fixed-point arithmetic and uses (short or long) floating-point arithmetic instead, as discussed in 2.2.