List of operators for the remainder of a division

This list contains operators in various programming languages with which the remainder of a division can be calculated.

division

It's about the rest of the division

${\displaystyle {\frac {\text{Dividend}}{\text{Divisor}}}}$,

whereby the divisor cannot be zero .

Operators for the remainder of an integer division

Operators for the remainder of an integer division in various programming languages

programming language	operator	The result has the same sign as ...
For comparison: mathematical modulo function ${\displaystyle a{\bmod {b}}}$	${\displaystyle \operatorname {mod} }$	divisor ${\displaystyle b}$
ActionScript	%	dividend
Ada	mod	divisor
	rem	dividend
ASP	Mod	Not defined
asymptote	%	divisor
Algol 68	%×	Always positive
AMPL	mod	dividend
AppleScript	mod	dividend
BASIC	Mod	Not defined
bc	%	dividend
bash	%	dividend
C (ISO 1990)	%	Depends on implementation
C (ISO 1999)	%	dividend
C ++ (ISO 1998)	%	Depends on implementation
C ++ (ISO 2011)	%	dividend
C #	%	dividend
CLARION	%	dividend
Clojure	mod	divisor
COBOL	FUNCTION MOD	divisor
ColdFusion	%, MOD	dividend
Common Lisp	mod	divisor
	rem	dividend
D.	%	dividend
Darts	%	divisor
Eiffel	\\	dividend
Erlang	rem	dividend
Euphoria	mod	divisor
	remainder	dividend
F #	%	dividend
FileMaker	Mod	divisor
Fortran	mod	dividend
	modulo	divisor
Frink	mod	divisor
GML (Game Maker)	mod	dividend
Go	%	dividend
Haskell	mod	divisor
	rem	dividend
J	|~	divisor
Java	%	dividend
JavaScript	%	dividend
Lua 5	%	divisor
Lua 4	mod(x,y)	divisor
Liberty Basic	MOD	dividend
Mathcad	mod(x,y)	dividend
Maple	e mod m	Always positive
Mathematica	Mod	divisor
MATLAB	mod	divisor
	rem	dividend
Maxima	mod	divisor
	remainder	dividend
Maya Embedded Language	fmod	Always positive
Microsoft Excel	=MOD(a;b) or. =REST(a;b)	divisor
Minitab	MOD	divisor
mksh	%	dividend
MUMPS	#	divisor
Oberon	MOD	divisor
OCaml	mod	dividend
Occam	\	dividend
Pascal (Delphi)	mod	dividend
Pascal (ISO-7185 and ISO-10206)	mod	Always positive
Pearl	%	divisor
PHP	%	dividend
PIC Basic Pro	\\	dividend
PL / I	mod	Divisor (ANSI PL / I)
PowerBuilder	mod(x,y)	?
PowerShell	%	dividend
progress	modulo	dividend
Prolog (ISO 1995)	mod	divisor
	rem	dividend
python	%	divisor
REALbasic	MOD	dividend
R.	%%	divisor
RPG	%REM	dividend
Ruby	%, modulo()	divisor
	remainder()	dividend
Scala	%	dividend
Scheme	modulo	divisor
	remainder	dividend
Scheme R 6 RS	mod	Always positive
	mod0	Closest to zero
Seed7	mod	divisor
	rem	dividend
SenseTalk	modulo	divisor
	rem	dividend
Small talk	\\	divisor
	rem:	dividend
SQL ( SQL: 1999 )	mod(x,y)	dividend
Standard ML	mod	divisor
	Int.rem	dividend
Stata	mod(x,y)	Always positive
Tcl	%	divisor
Torque game engine	%	dividend
Turing	mod	divisor
Verilog (2001)	%	dividend
VHDL	mod	divisor
	rem	dividend
Visual Basic	Mod	dividend
x86 assembler	IDIV	dividend

Floating point operators for the remainder of a division

Floating point operators for the remainder of a division in various programming languages

programming language	operator	The result has the same sign as ...
C (ISO 1990)	fmod	?
C (ISO 1999)	fmod	dividend
	remainder	Closest to zero
C ++ (ISO 1998)	std::fmod	?
C ++ (ISO 2011)	std::fmod	dividend
	std::remainder	Closest to zero
C #	%	dividend
Common Lisp	mod	divisor
	rem	dividend
D.	%	dividend
F #	%	dividend
Fortran	mod	dividend
	modulo	divisor
Go	math.Fmod	dividend
Haskell (GHC)	Data.Fixed.mod'	divisor
Java	%	dividend
JavaScript	%	dividend
OCaml	mod_float	dividend
Pearl	POSIX::fmod	dividend
Perl6	%	divisor
PHP	fmod	dividend
python	%	divisor
	math.fmod	dividend
Ruby	%, modulo()	divisor
	remainder()	dividend
Scheme R 6 RS	flmod	Always positive
	flmod0	Closest to zero
Standard ML	Real.rem	dividend

See also

• Modulo
• Divisibility

Individual evidence

1. ↑ Andy Hammerlindl, John Bowman, Tom Prince: Asymptote: the Vector Graphics Language - Documentation. Retrieved October 3, 2018 . 
2. ↑ http://www.open-std.org/jtc1/sc22/wg14/www/docs/n1256.pdf , section 6.5.5
3. ↑ ISO / IEC 14882: 2003: Programming languages ​​- C ++ . In: ISO , IEC . , 5.6.42003. . "the binary% operator yields the remainder from the division of the first expression by the second. .... If both operands are nonnegative then the remainder is nonnegative; if not, the sign of the remainder is implementation-defined".
4. ↑ Expressions . In: D Programming Language 2.0 . Digital Mars. Retrieved July 29, 2010.
5. ↑ ^{a b} http://www.r6rs.org/final/html/r6rs/r6rs-ZH-14.html#node_sec_11.7.3.1