インテル® Fortran コンパイラー 19.0 デベロッパー・ガイドおよびリファレンス
Elemental Intrinsic Function (Generic): Returns the remainder when the first argument is divided by the second argument.
result = MOD (a, p)
a |
(Input) Must be of type integer or real. |
p |
(Input)Must have the same type and kind parameters as a. It must not have a value of zero. |
The result type and kind are the same as a. If p is not equal to zero, the value of the result is a - INT( a/ p) * p. If p is equal to zero, the result is undefined.
Specific Name |
Argument Type |
Result Type |
|---|---|---|
BMOD |
INTEGER(1) |
INTEGER(1) |
IMOD1 |
INTEGER(2) |
INTEGER(2) |
MOD 2 |
INTEGER(4) |
INTEGER(4) |
KMOD |
INTEGER(8) |
INTEGER(8) |
AMOD 3 |
REAL(4) |
REAL(4) |
DMOD 3,4 |
REAL(8) |
REAL(8) |
QMOD |
REAL(16) |
REAL(16) |
1 Or HMOD. 2 Or JMOD. 3 The setting of compiler options specifying real size can affect AMOD and DMOD. 4 The setting of compiler options specifying double size can affect DMOD. |
||
MOD (7, 3) has the value 1.
MOD (9, -6) has the value 3.
MOD (-9, 6) has the value -3.
The following shows more examples:
INTEGER I
REAL R
R = MOD(9.0, 2.0) ! returns 1.0
I = MOD(18, 5) ! returns 3
I = MOD(-18, 5) ! returns -3
I = MOD( 8, 5) ! returns 3
I = MOD(-8, 5) ! returns -3
I = MOD( 8,-5) ! returns 3
I = MOD(-8,-5) ! returns -3