Hello, ResearchGate community!

I am currently working on developing an algorithm for integer factorization, with a focus on improving the efficiency and scalability of existing methods. My research aims to tackle challenges related to factoring large composite numbers, particularly semi-primes, which have critical implications for cryptography and number theory.

While my work has made progress in certain areas (e.g., optimizing modular arithmetic operations or leveraging specific properties of semi-primes), I believe collaboration or expert insights could significantly enhance the algorithm’s development and validation.

Specifically, I am looking for researchers or professionals with expertise in:

• Number theory, especially prime factorization and modular arithmetic.
• Efficient implementations of advanced algorithms (e.g., GNFS, Pollard's methods).
• Cryptography, particularly its intersection with integer factorization.
• Computational optimization, including parallel computing for large-scale problems.

If you are currently working on similar topics or have experience in these areas, I would love to collaborate or exchange ideas. Additionally, any suggestions for recent publications, datasets, or tools that might aid my research would be highly appreciated.

Feel free to comment below or reach out directly if you’re interested in collaborating or discussing this topic further. Let’s work together to push the boundaries of what’s possible in integer factorization!

Looking forward to your thoughts and insights!