What This Workflow Does
This template demonstrates how to implement recursive algorithms using n8n's sub-workflow capabilities, using the classic Towers of Hanoi problem as an example. Recursion is a powerful programming technique where a problem is solved by breaking it down into smaller instances of the same problem.
The workflow visually explains how recursion works by solving the Towers of Hanoi puzzle - moving disks between rods while following the rules that only one disk can be moved at a time and no disk may be placed on top of a smaller disk. This serves as a model for implementing recursive solutions to business automation challenges.
How It Works
1. Initializing the Problem
The workflow starts by setting up the initial state of the Towers of Hanoi puzzle with a specified number of disks on the first rod. This configuration is stored in workflow variables that track the state throughout the recursive process.
2. Recursive Move Function
The core of the solution is a recursive function implemented as a sub-workflow. This function follows the classic recursive algorithm: to move N disks from rod A to rod C, first move N-1 disks from A to B, then move the bottom disk from A to C, and finally move the N-1 disks from B to C.
3. Base Case Handling
The recursion terminates when only one disk needs to be moved (the base case). This prevents infinite recursion and ensures the solution completes correctly. The workflow includes logging to visualize each recursive step.
4. Visualizing the Solution
As the workflow executes, it builds a step-by-step explanation of each move, showing how the recursive calls build up and wind down. This helps understand both the Towers of Hanoi solution and general recursive algorithm patterns.
Who This Is For
This template is ideal for automation developers and technical users who want to understand how to implement recursive solutions in n8n. It's particularly valuable for those dealing with hierarchical data processing, multi-level workflows, or any scenario where problems can be broken down into smaller identical sub-problems.
What You'll Need
- An n8n instance (self-hosted or cloud)
- Basic understanding of workflow concepts in n8n
- Familiarity with programming concepts (helpful but not required)
Quick Setup Guide
- Download the JSON workflow file
- Import it into your n8n instance
- Run the workflow to see the recursive solution in action
- Experiment with different numbers of disks to observe how the recursion depth changes
- Study the sub-workflow structure to understand the recursive pattern
Key Benefits
Understand recursive algorithms visually: The step-by-step visualization makes abstract recursion concepts concrete and understandable.
Learn sub-workflow best practices: See how to effectively use n8n's sub-workflow feature to implement complex logic.
Solve hierarchical problems: Apply the same recursive pattern to real-world hierarchical data processing challenges.
Reduce code duplication: Recursive solutions eliminate repetitive workflow segments through elegant self-referential design.