datascience
Python Solutions for Project Euler Problems
Explore efficient Python implementations for various Project Euler problems, focusing on algorithmic correctness and clarity.
Shipped January 2026
This repository contains Python solutions to a variety of Project Euler problems. Each script addresses a specific problem, implementing algorithms to compute mathematical results efficiently.
Features
- Solutions to multiple Project Euler problems in Python
- Clear, straightforward implementations focusing on algorithmic correctness
- Includes problems involving palindromes, Fibonacci sequences, prime factorization, and multiples
Tech Stack
- Python 3
Getting Started
Prerequisites
- Python 3.x installed on your system
Installation
Clone the repository:
git clone https://github.com/justin-napolitano/ProjectEuler.git
cd ProjectEuler
Running Solutions
Navigate to the euler_python_solutions directory and run the desired problem script with Python:
cd euler_python_solutions
python Problem1.py
python Problem4.py
# etc.
Project Structure
ProjectEuler/
├── README.md # This file
└── euler_python_solutions/ # Directory containing Python solution scripts
├── Problem1.py # Sum of multiples problem
├── Problem2.py # Fibonacci even terms sum (incomplete)
├── problem2.1.py # Fibonacci with even terms sum
├── Problem2.2.py # Fibonacci series generation and sum of evens
├── Problem3.py # Largest prime factor
├── Proboem3.py # Duplicate of Problem3.py with typo in filename
└── Problem4.py # Largest palindrome product
Future Work / Roadmap
- Complete and refactor incomplete or erroneous scripts (e.g.,
Problem2.pyandProboem3.py) - Add more Project Euler problem solutions
- Improve code documentation and comments
- Add automated tests for correctness verification
- Modularize code for reuse and clarity
- Consider performance optimizations for large inputs
Need more context?
Want help adapting this playbook?
Send me the constraints and I'll annotate the relevant docs, share risks I see, and outline the first sprint so the work keeps moving.