import "githug.com/fatih/set"

// create a set with zero items
s := set.New(set.ThreadSafe) // thread safe version
s := set.New(set.NonThreadSafe) // non thread-safe version

// add items
s.Add("istanbul")
s.Add("istanbul") // nothing happens if you add duplicate item

// add multiple items
s.Add("ankara", "san francisco", 3.14)

// remove item
s.Remove("frankfurt")
s.Remove("frankfurt") // nothing happens if you remove a nonexisting item

// remove multiple items
s.Remove("barcelona", 3.14, "ankara")

// removes an arbitary item and return it
item := s.Pop()

// create a new copy
other := s.Copy()

// remove all items
s.Clear()

// number of items in the set
len := s.Size()

// return a list of items
items := s.List()

// string representation of set
fmt.Printf("set is %s", s.String())

// check for set emptiness, returns true if set is empty
s.IsEmpty()

// check for a single item exist
s.Has("istanbul")

// ... or for multiple items. This will return true if all of the items exist.
s.Has("istanbul", "san francisco", 3.14)

// create two sets for the following checks...
s := s.New("1", "2", "3", "4", "5")
t := s.New("1", "2", "3")

// check if they are the same
if !s.IsEqual(t) {
    fmt.Println("s is not equal to t")
}

// if s contains all elements of t
if s.IsSubset(t) {
	fmt.Println("t is a subset of s")
}

// ... or if s is a superset of t
if t.IsSuperset(s) {
	fmt.Println("s is a superset of t")
}

// let us initialize two sets with some values
a := set.New(set.ThreadSafe)
a := set.Add("ankara", "berlin", "san francisco")
b := set.New(set.NonThreadSafe)
b := set.Add("frankfurt", "berlin")

// creates a new set with the items in a and b combined.
// [frankfurt, berlin, ankara, san francisco]
c := set.Union(a, b)

// contains items which is in both a and b
// [berlin]
c := set.Intersection(a, b)

// contains items which are in a but not in b
// [ankara, san francisco]
c := set.Difference(a, b)

// contains items which are in one of either, but not in both.
// [frankfurt, ankara, san francisco]
c := set.SymmetricDifference(a, b)

// like Union but saves the result back into a.
a.Merge(b)

// removes the set items which are in b from a and saves the result back into a.
a.Separate(b)

a := set.New(set.ThreadSafe)
a := set.Add("1", "3", "4", "5")
b := set.New(set.ThreadSafe)
b := set.Add("2", "3", "4", "5")
c := set.New(set.ThreadSafe)
c := set.Add("4", "5", "6", "7")

// creates a new set with items in a, b and c
// [1 2 3 4 5 6 7]
u := set.Union(a, b, c)

// creates a new set with items in a but not in b and c
// [1]
u := set.Difference(a, b, c)

// creates a new set with items that are common to a, b and c
// [5]
u := set.Intersection(a, b, c)

// create a set of mixed types
s := set.New(set.ThreadSafe)
s := set.Add("ankara", "5", "8", "san francisco", 13, 21)

// convert s into a slice of strings (type is []string)
// [ankara 5 8 san francisco]
t := set.StringSlice(s)

// u contains a slice of ints (type is []int)
// [13, 21]
u := set.IntSlice(s)

package main

import (
	"fmt"
	"strconv"
	"sync"

	"github.com/fatih/set"
)

func main() {
	var wg sync.WaitGroup // this is just for waiting until all goroutines finish

	// Initialize our thread safe Set
	s := set.New(set.ThreadSafe)

	// Add items concurrently (item1, item2, and so on)
	for i := 0; i < 10; i++ {
		wg.Add(1)

		go func(i int) {
			defer wg.Done()

			item := "item" + strconv.Itoa(i)
			fmt.Println("adding", item)
			s.Add(item)
		}(i)
	}

	// Wait until all concurrent calls finished and print our set
	wg.Wait()
	fmt.Println(s)
}