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Programming-Idioms

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  • Scheme

Idiom #81 Round floating point number to integer

Declare the integer y and initialize it with the rounded value of the floating point number x .
Ties (when the fractional part of x is exactly .5) must be rounded up (to positive infinity).

(define y (round x))

Similar functions:
- round: compat with IEEE floating point rounding rules; rounds to even when halfway b/w two integers
- floor: largest int not larger than x
- ceiling: smallest int not smaller than x
- truncate: integer closest to x whose absolute value is not larger than the absolute value of x
Y : constant Integer := Integer (Float'Rounding (X));
New implementation...
< > ⌨
deleplace 
(define y (round x))
Y : constant Integer := Integer (Float'Rounding (X));
int y = (int)floorf(x + 0.5f);
(defn rnd [y] (int (+ y 0.5)))
int y = static_cast<int>(std::floor(x + 0.5f));
long y = (long)Math.Round(x);
int y = cast(int) x.round;
var y = x.round();

y = Kernel.round x
integer :: y

y = nint(x)
y := int(math.Floor(x + 0.5))
y = floor (x + 1/2)

var y = Math.round(x);
long y = Math.round(x);
NumberFormat f = getNumberInstance();
f.setRoundingMode(HALF_UP);
f.setMaximumFractionDigits(0);
int y = parseInt(f.format(x));
(defun rnd (y) (floor (+ y 0.5)))

function round(float)
    return math.floor(float + .5)
end
function round(float)
    local int, part = math.modf(float)
    if float == math.abs(float) and part >= .5 then return int+1    -- positive float
    elseif part <= -.5 then return int-1                            -- negative float
    end
    return int
end
$y = (int) round($x);
var
  y: integer;
  x: double;
begin
  y := round(x);
end.
my $y = int($x + 1/2);
y = int(x + 0.5)
c = Context(rounding=ROUND_HALF_UP)
y = round(Decimal(x, c))
y = (x + 1/2r).floor
let y = x.round() as i64;