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set.go
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99 lines (75 loc) · 1.84 KB
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//main package has examples shown
// in Hands-On Data Structures and algorithms with Go book
package main
// importing fmt package
import (
"fmt"
)
//Set class
type Set struct {
integerMap map[int]bool
}
//create the map of integer and bool
func (set *Set) New() {
set.integerMap = make(map[int]bool)
}
// adds the element to the set
func (set *Set) AddElement(element int) {
if !set.ContainsElement(element) {
set.integerMap[element] = true
}
}
//deletes the element from the set
func (set *Set) DeleteElement(element int) {
delete(set.integerMap, element)
}
//checks if element is in the set
func (set *Set) ContainsElement(element int) bool {
var exists bool
_, exists = set.integerMap[element]
return exists
}
//Intersect method returns the set which intersects with anotherSet
func (set *Set) Intersect(anotherSet *Set) *Set {
var intersectSet = &Set{}
intersectSet.New()
var value int
for value, _ = range set.integerMap {
if anotherSet.ContainsElement(value) {
intersectSet.AddElement(value)
}
}
return intersectSet
}
//Union method returns the set which is union of the set with anotherSet
func (set *Set) Union(anotherSet *Set) *Set {
var unionSet = &Set{}
unionSet.New()
var value int
for value, _ = range set.integerMap {
unionSet.AddElement(value)
}
for value, _ = range anotherSet.integerMap {
unionSet.AddElement(value)
}
return unionSet
}
// main method
func main() {
var set *Set
set = &Set{}
set.New()
set.AddElement(1)
set.AddElement(2)
fmt.Println("initial set", set)
fmt.Println(set.ContainsElement(1))
var anotherSet *Set
anotherSet = &Set{}
anotherSet.New()
anotherSet.AddElement(2)
anotherSet.AddElement(4)
anotherSet.AddElement(5)
fmt.Println("another set", set)
fmt.Println("intersection of sets ", set.Intersect(anotherSet))
fmt.Println("union of sets ", set.Union(anotherSet))
}