A software using linear algebra to encrypt and decrypt textual content, this technique transforms plaintext into ciphertext utilizing matrix multiplication primarily based on a selected key. For instance, a key within the type of a matrix operates on blocks of letters (represented numerically) to provide encrypted blocks. Decryption includes utilizing the inverse of the important thing matrix.
This matrix-based encryption technique provides stronger safety than less complicated substitution ciphers as a consequence of its polygraphic nature, which means it encrypts a number of letters concurrently, obscuring particular person letter frequencies. Developed by Lester S. Hill in 1929, it was one of many first sensible polygraphic ciphers. Its reliance on linear algebra makes it adaptable to completely different key sizes, providing flexibility in safety ranges. Understanding the mathematical underpinnings offers insights into each its strengths and limitations within the context of recent cryptography.
