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Union Find
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package main | |
import "fmt" | |
type quickFind []int | |
func NewQuickFind(n int) quickFind { | |
u := make(quickFind, n) | |
for i := 0; i < n; i++ { | |
u[i] = i | |
} | |
return u | |
} | |
func (u quickFind) union(p, q int) { | |
pid, qid := u[p], u[q] | |
for i, v := range u { | |
if v == pid { | |
u[i] = qid | |
} | |
} | |
} | |
func (u quickFind) connected(p, q int) bool { | |
return u[p] == u[q] | |
} | |
func main() { | |
u := NewQuickFind(10) | |
u.union(1, 9) | |
u.union(3, 4) | |
u.union(5, 7) | |
u.union(9, 2) | |
u.union(4, 7) | |
cases := [][2]int{ | |
{1, 2}, | |
{3, 8}, | |
{5, 4}, | |
{5, 6}, | |
} | |
for _, c := range cases { | |
if u.connected(c[0], c[1]) { | |
fmt.Printf("%d --> %d\n", c[0], c[1]) | |
} else { | |
fmt.Printf("%d -/> %d\n", c[0], c[1]) | |
} | |
} | |
} |
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package main | |
import "fmt" | |
type quickUnion []int | |
func (u quickUnion) root(i int) int { | |
for u[i] != i { | |
i = u[i] | |
} | |
return i | |
} | |
func (u quickUnion) connected(p, q int) bool { | |
return u.root(p) == u.root(q) | |
} | |
func (u quickUnion) union(p, q int) { | |
i := u.root(p) | |
u[i] = u.root(q) | |
} | |
func NewQuickUnion(n int) quickUnion { | |
u := make(quickUnion, n) | |
for i := 0; i < n; i++ { | |
u[i] = i | |
} | |
return u | |
} | |
func main() { | |
u := NewQuickUnion(10) | |
u.union(1, 8) | |
u.union(8, 2) | |
u.union(7, 5) | |
u.union(5, 2) | |
cases := [][2]int{ | |
{1, 2}, | |
{2, 3}, | |
{1, 1}, | |
{5, 1}, | |
} | |
for _, c := range cases { | |
if u.connected(c[0], c[1]) { | |
fmt.Printf("%d --> %d\n", c[0], c[1]) | |
} else { | |
fmt.Printf("%d -/> %d\n", c[0], c[1]) | |
} | |
} | |
} |
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package main | |
import "fmt" | |
type quickUnion struct { | |
id []int | |
sz []int | |
} | |
func (u *quickUnion) root(i int) int { | |
for u.id[i] != i { | |
// path compression | |
u.id[i] = u.id[u.id[i]] | |
i = u.id[i] | |
} | |
return i | |
} | |
func (u *quickUnion) connected(p, q int) bool { | |
return u.root(q) == u.root(p) | |
} | |
func (u *quickUnion) union(p, q int) { | |
pid := u.root(p) | |
qid := u.root(q) | |
// make the smaller tree a child of the larger one | |
if u.sz[pid] > u.sz[qid] { | |
u.id[qid] = pid | |
// the smaller tree's current root will never be used again. | |
// so we only need to update the parent's size. | |
u.sz[pid] += u.sz[qid] | |
} else { | |
u.id[pid] = qid | |
u.sz[qid] += u.sz[pid] | |
} | |
} | |
func NewQuickUnion(n int) *quickUnion { | |
u := quickUnion{ | |
id: make([]int, n), | |
sz: make([]int, n), | |
} | |
for i := 0; i < n; i++ { | |
u.id[i] = i | |
u.sz[i] = 1 | |
} | |
return &u | |
} | |
func main() { | |
u := NewQuickUnion(10) | |
u.union(1, 8) | |
u.union(8, 2) | |
u.union(7, 5) | |
u.union(5, 2) | |
cases := [][2]int{ | |
{1, 2}, | |
{2, 3}, | |
{1, 1}, | |
{5, 1}, | |
} | |
for _, c := range cases { | |
if u.connected(c[0], c[1]) { | |
fmt.Printf("%d --> %d\n", c[0], c[1]) | |
} else { | |
fmt.Printf("%d -/> %d\n", c[0], c[1]) | |
} | |
} | |
} |
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