DISCLAIMER: THIS IS A PERSONAL PROJECT JUST FOR FUN. DO NOT USE THIS LIBRARY ON PRODUCTION ENVOIRMENTS SINCE IS NOT DESIGNED FOR THAT KIND OF PURPOSES
TODO:
- Generate big numbers of 1024 bits and 2048 bits.
- Implement modular exponentiation operation needed by Rabin-Miller algorithm. (TESTED AND WORKING)
- Implement Rabin Miller algorithm. (TESTED AND WORKING)
- Implement Extended Euclides Algorithm to search for mcd of two suposed prime numbers.
- Generate valid KeyPairs of a deterministic lenght. (TESTED AND WORKING. RECOMMENDED THRESHOLD:DEFAULT // RECOMENDED KEYPAIR SIZE: 512 OR 1024 BITS)
- Encrypt messages with Public Key.
- Decrypt messages with Secret Key. (TESTED AND WORKING)
- Implement From trait for Public, Secret and KeyPair.
- Implement Parallel computations of p & q prime original numbers to increase performance. (Increased performance (Still depending of randomness and Prime proximity))
- Implement Hybrid encryption process using AES-128/256 (to determine).
- Optimize Rabin-Miller algorithm by discarting multiples of [3, 5, 7, 9, 11, 13, 15, 19] before start computing the algorythm. (Increased performance)
- Paralelize Rabin-Miller Iterations to increase Key Generation performance.
- Brenchmark Rabin-Miller vs. Fermat's Primality test (see: https://en.wikipedia.org/wiki/Fermat_primality_test. Not considering Baillie–PSW since relies on Rabin-Miller.
- Sign messages.
- Implement Paddings (PKCS1, PKCS7, PKCS-OAP)
- Order and write better tests.