TH40485A - Data encryption - Google Patents

Abstract

DC60 (05/02/42) This invention deals with methods of encoding and decoding signals. Another aspect is related to Encoder and decoder circuit The invention is also associated with signs. Entry technique The code includes Encoding a set of n entries {x1, x2 ...... xn} of the data as a set of m items {y1, y2 ...... ym} of the encrypted data. By using the p series {f1, f2 ...... fn} of the encoded function where {y1, y2 ...... ym} is defined, y1 = (x1, f1, x2, f2, ............ xn, fn) y2 = (x1, f2, x2, f3, ............ xn, fn + 1): ym = (x1.fn, x2.fn + 1) ........ xn.fn + n) This invention relates to a method of encoding and decoding signals. Another aspect is related to encoding and decoding circuits. The invention is also associated with signs. Entry technique The code includes Coding a set of n items (chemical formulas) of data as two sets (chemical formulas) of the encrypted data. By using the p series (chemical formula) of the encoded function where (chemical formula) is determined by (chemical formula):

Claims (3)

: DC60 (05/02/42) This invention deals with methods of encoding and decoding signals. Another aspect is related to Encoder and decoder circuit The invention is also associated with signs. Entry technique The code includes Encoding a set of n entries {x1, x2 ...... xn} of the data as a set of m items {y1, y2 ...... ym} of the encrypted data. By using the p series {f1, f2 ...... fn} of the encoded function where {y1, y2 ...... ym} is defined, y1 = (x1, f1, x2, f2, ............ xn, fn) y2 = (x1, f2, x2, f3, ............ xn, fn + 1): : ym = (x 1.fn, x 2.fn + 1) ........ x 1. A method of encoding a signal that consists of at least a few steps. : Coding a set of n items (chemical formulas) of data as a set of m items (chemical formulas) of data, coded by using the p series (chemical formula) of encoded class functions, where (chemical formula) is defined by (chemical formula). 2. Claim Method 1, where the number of encrypted data entries (m) is the same as there are unencrypted entries (n). 3. Method according to claim 1, where the F-encoded function is represented as a waveform, where (chemical formula) represents the value of the waveform. At each stroke p goes a tag: