_ _ _ _ _____ _____ __ __ _ _ _
| | | | | | | ___| ___| \/ | / \ | \ | |
| |_| | | | | |_ | |_ | |\/| | / _ \ | \| |
| _ | |_| | _| | _| | | | | / ___ \| |\ |
|_| |_|\___/|_| |_| |_| |_|/_/ \_\_| \_|
____ ___ ____ _____ ____ _____ ____
/ ___/ _ \| _ \| ____| | _ \| ____/ ___|
| | | | | | | | | _| | |_) | _| \___ \
| |__| |_| | |_| | |___ | _ <| |___ ___) |
\____\___/|____/|_____| |_| \_\_____|____/
The Huffman Project Zipper is a full-stack, lossless compression utility. It bridges high-performance systems programming with a modern web interface to demonstrate the power of the Huffman Coding Algorithm.
Built for speed and precision, the core engine handles binary file manipulation via C++20, while the Python/Flask orchestration layer provides a seamless, interactive user experience.
- Language: C++20
- Algorithm: Greedy Huffman Coding (Min-Heap Implementation)
- Time Complexity: O(n log n) for building, O(m log n) for encoding/decoding
- Space Complexity: O(n) for the frequency table and tree nodes
- Backend: Python 3.10+ / Flask / Gunicorn
- Frontend: HTML5 / CSS3 / Vanilla JavaScript
- Deployment: containerized via Railway (Nixpacks)
The C++ logic must be compiled into a binary before the web server starts.
Windows:
g++ main.cpp -o main.exeLinux / macOS:
g++ main.cpp -o huffman_engineInstall the necessary Python dependencies:
pip install -r requirements.txtStart the local server:
python main.py.
├── static/ # CSS, JS, and global UI assets
├── templates/ # HTML layout structures
├── uploads/ # Volatile storage for user input (ignored by git)
├── outputs/ # Volatile storage for processed results (ignored by git)
├── main.py # Flask server and platform-agnostic bridge
├── main.cpp # Core C++ Huffman logic
├── nixpacks.toml # Railway build configuration
├── Procfile # Process manager instructions
└── README.md # Technical documentation
Huffman Coding is a prefix-free encoding method that achieves compression by assigning variable-length codes specifically to characters based on their frequency.
- Frequency Analysis: Maps characters to their occurrence counts.
- Tree Building: Uses a priority queue to iteratively merge the two least-frequent nodes into a binary tree.
- Bit-mapping: Traverses the resulting tree to generate optimal binary strings for each character.
- Bit-streaming: Replaces the source data with the binary maps and records the total bit length for lossless restoration.
Muhammad Abdullah Mushtaq | April 2026