Description: Matrix cryptography is a ciphering technique that uses mathematical matrices to encode and decode messages. This method is based on the manipulation of vectors and matrices, where each letter or symbol of the message is represented as a number. Through mathematical operations, such as matrix addition and multiplication, the original message is transformed into an encrypted text, which can only be decrypted by those who know the key used in the process. Matrix cryptography is known for its efficiency and ability to handle large volumes of data, making it suitable for applications requiring high processing speed. Additionally, its mathematical structure allows for greater resistance to certain types of cryptographic attacks, making it an attractive option for information security. In summary, matrix cryptography combines mathematical concepts with ciphering techniques, providing a robust and efficient way to protect sensitive data.
