Intel® Fortran Compiler 17.0 Developer Guide and Reference
The following table lists intrinsic functions for numeric and type conversion.
Name |
Description |
---|---|
Returns the absolute value of the argument. |
|
Returns imaginary part of complex number z. |
|
Truncates the argument to a whole number of a specified (optional) kind. |
|
Returns largest value among integer arguments as real. |
|
Returns smallest value among integer arguments as real. |
|
Rounds to the nearest whole number of a specified (optional) kind. |
|
Returns smallest integer greater than the argument. |
|
Converts the first argument and (optional) second argument to complex of a (optional) kind. |
|
Returns the conjugate of a complex number. |
|
Converts the argument to double precision type. |
|
Converts the argument to double complex type. |
|
Converts an integer to double precision type. |
|
Returns the first argument minus the second argument if positive; else 0. |
|
Returns double-precision product of two single precision arguments. |
|
Converts the argument to REAL(4). |
|
Returns the greatest integer less than or equal to the argument. |
|
Converts a single-precision real argument to an integer argument by truncating. |
|
IMAG |
Same as AIMAG. |
Converts a value to integer type. |
|
Converts between logical arguments of (optional) kind. |
|
Returns largest value among arguments. |
|
Returns largest value among real arguments as integer. |
|
Returns smallest value among arguments. |
|
Returns smallest value among real arguments as integer |
|
Returns the remainder of the first argument divided by the second argument. |
|
Returns the first argument modulo the second argument. |
|
Returns the nearest integer to the argument. |
|
Converts a value to real type. |
|
Returns absolute value of the first argument times the sign of the second argument. |
|
Converts a double-precision argument to single-precision real type. |
|
Transforms first argument into type of second argument with (optional) size if an array. |
|
Extends the argument with zeros. |