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Home/Articles/Depth-First Search (DFS): Complete Guide from Basics to Real-World Use
AlgorithmsGraph AlgorithmsArticle

Depth-First Search (DFS): Complete Guide from Basics to Real-World Use

A beginner-friendly but practical guide to Depth-First Search (DFS), including intuition, implementation, complexity, real-world examples, and common decision points.

August 21, 20268 min read0 Views
#Graph#Algorithms#JavaScript#TypeScript#Depth-First Search (DFS)

Arian Soleimanzadeh

Software Engineer & Researcher

Depth-First Search (DFS) algorithm visual guide

Arian Soleimanzadeh

AI · Code · Product

Research + Engineering
On this page
What problem does it solve?The core idea in simple termsStep-by-step processJavaScript exampleReal-world and workplace examplesTime and space complexityWhen should you use it?When is it not a good fit?Summary

This guide explains Depth-First Search (DFS) from first principles. The goal is to understand the problem it solves, why the algorithm works, how to implement it, and where it appears in real software systems.

What problem does it solve?

Depth-First Search (DFS) belongs to the graph-algorithm toolbox. Before coding, define what the vertices represent, what an edge means, and what result the system actually needs.

The core idea in simple terms

مثل حل هزارتو است: یک مسیر را تا بن‌بست ادامه می‌دهیم و سپس برمی‌گردیم.

Step-by-step process

  1. رأس شروع را visited می‌کنیم.
  2. یک همسایه دیده‌نشده را انتخاب می‌کنیم.
  3. در همان شاخه عمیق می‌شویم.
  4. در بن‌بست Backtrack می‌کنیم.

JavaScript example

JavaScript
123456789
function dfs(graph, start) {
  const seen = new Set(), order = [];
  function visit(u) {
    if (seen.has(u)) return;
    seen.add(u); order.push(u);
    for (const v of graph[u] ?? []) visit(v);
  }
  visit(start); return order;
}

Real-world and workplace examples

  • پیمایش فایل‌ها و پوشه‌ها
  • Cycle Detection
  • Connected Components
  • Backtracking و Maze

Time and space complexity

O(V + E) time و O(V) space

When should you use it?

Use it when the problem matches this condition: پیمایش عمیق، cycle و component.

When is it not a good fit?

It is usually not the best choice when: برای کوتاه‌ترین مسیر بدون وزن، BFS مستقیم‌تر است..

Summary

Do not choose an algorithm by name alone. First identify whether the graph is directed or undirected, weighted or unweighted, and whether the goal is traversal, reachability, shortest path, connectivity, spanning structure, or combinatorial optimization.

On this page
What problem does it solve?The core idea in simple termsStep-by-step processJavaScript exampleReal-world and workplace examplesTime and space complexityWhen should you use it?When is it not a good fit?Summary

Article details

Publication metadata, reading time and live view information.

Published

August 21, 2026

Updated

August 21, 2026

Reading time

8 min read

Views

0

Author

Arian Soleimanzadeh

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