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Evaluation · Conclusion

Theory in, matching keys out.

The project demonstrates Diffie–Hellman key exchange in Java and verifies that both participants compute the same secret key before encrypted communication.

CS285 learning objectives met

What was achieved#

  • Implemented the complete DH key establishment flow with clear class responsibilities.
  • Added input validation for \( q \), \( \alpha \), private-key ranges, and message length.
  • Verified end-to-end encryption/decryption consistency using the shared secret.
  • Produced report and test evidence aligned with course expectations.

What was learned#

  • How discrete mathematics directly drives public-key protocol behavior.
  • Why validation and controlled input flow are critical in cryptographic software.
  • Why DH alone is insufficient without an authentication layer.

Limitations and future work#

  • Add authenticated key exchange support, for example signature-backed identity checks.
  • Improve parameter generation defaults with safe-prime and generator policies.
  • Add an ECDH path for a modern performance and security comparison.
  • Expand automated tests, including larger parameter scenarios.

Overall, the project meets the CS285 learning objective of turning theory into a reproducible cryptographic implementation.