Created
May 19, 2022 21:41
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bfs dfs in js
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// adj list graph representation: | |
const g = { | |
1: [2,3], | |
2: [4,3], | |
3: [5], | |
4: [1], | |
5: [] | |
}; | |
function bfs(g, start, func) { | |
const queue = []; | |
const visited = new Set(); | |
queue.unshift(start); //enqueue in the queue | |
while (queue.length > 0) { | |
let current = queue.pop(); //dequeu | |
func(current); | |
visited.add(current); | |
g[current].forEach(e => { | |
if (!visited.has(e) && !queue.includes(e)) { | |
queue.unshift(e); // enqueue | |
} | |
}); | |
} | |
} | |
function dfs_recursive(g, start, func, visited = null){ | |
if (visited == null) | |
visited = new Set(); //HashSet | |
if (visited.has(start)) return; | |
func(start); | |
visited.add(start); | |
for (const e of g[start]) { | |
dfs_recursive(g, e, func, visited); | |
} | |
} | |
function dfs(g, start, func){ | |
const visited = new Set(); //HashSet in java /c# | |
const stack = []; | |
stack.push(start); | |
while(stack.length > 0) { | |
let current = stack.pop(); | |
func(current); | |
visited.add(current); | |
g[current].forEach(e => { | |
if (!visited.has(e)) { | |
stack.push(e); | |
} | |
}); | |
} | |
} | |
console.log('bfs queue based alg'); | |
bfs(g, 1, console.log); | |
console.log('dfs recursive based alg'); | |
dfs_recursive(g, 1, console.log); | |
console.log('dfs stack based alg'); | |
dfs(g, 1, console.log); |
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