US Patent Issued on Nov. 18 for "Computational function transformation (CFT) in computer implemented cryptography" (New Jersey Inventor)

ALEXANDRIA, Va., Nov. 18 -- United States Patent no. 12,476,789, issued on Nov. 18.

"Computational function transformation (CFT) in computer implemented cryptography" was invented by Peter Lablans (Morris Township, N.J.).

According to the abstract* released by the U.S. Patent & Trademark Office: "Data is processed by cryptographic operations selected from encryption, decryption, hashing, and public key exchange (PKI). Data elements are processed as n-state data elements with n an integer at least greater than 3 based on an n-state reversible n-state inverter. The n-state reversible inverter is a self-propagating n-state inverter generating different other n-state reversible inverters. The n-state reversible inverter is derived from a sequ...