Logo

Programming-Idioms

  • Go
  • Python

Idiom #246 Count distinct elements

Set c to the number of distinct elements in the list items.

c = 0
for a, x in enumerate(items):
    if x not in items[a + 1:]:
        c = c + 1
c = len({*items})
c = []
for x in items:
    if x not in c:
        c.append(x)
c = len(c)
c = len(set(items))
func count[T comparable](items []T) int {
	distinct := make(map[T]bool)
	for _, v := range items {
		distinct[v] = true
	}
	return len(distinct)
}

The type parameter T has a constraint: it must be comparable with ==
distinct := make(map[T]bool)
for _, v := range items {
	distinct[v] = true
}
c := len(distinct)

This assumes the type T is comparable with ==
(def items [1 2 3 4 4 5 5 5])

(def c (count (set items)))

Converting a collection to a set removes any duplicate elements.
New implementation...
< > ⌨
programming-idioms.org 
c = 0
for a, x in enumerate(items):
    if x not in items[a + 1:]:
        c = c + 1
c = len({*items})
c = []
for x in items:
    if x not in c:
        c.append(x)
c = len(c)
c = len(set(items))
func count[T comparable](items []T) int {
	distinct := make(map[T]bool)
	for _, v := range items {
		distinct[v] = true
	}
	return len(distinct)
}
distinct := make(map[T]bool)
for _, v := range items {
	distinct[v] = true
}
c := len(distinct)
(def items [1 2 3 4 4 5 5 5])

(def c (count (set items)))
int c = items.Distinct().Count();
var c = items.toSet().length;
c = items |> Enum.uniq |> length
c = count . nub $ items
const c = new Set(items).size;
long c = items.stream().distinct().count();
val c = items.distinct().size
local c=#items
$c = count(array_unique($items));
function CountUniqueItems(Items: TStrings): Integer;
var
  List: TStringList;
begin
  List := TStringList.Create;
  List.Duplicates := dupIgnore;
  List.Sorted := True;
  List.AddStrings(Items);
  Result := List.Count;
  List.Free;
end;

begin
 ...
 c := CountUniqueItems(items);
 ...
end.
my $c = scalar(uniq @items);
c = items.uniq.count
let c = items.iter().unique().count();