AdaCrypt - Vector Cryptography




Worked Example
& Other General
Downloads

Ciphers as One-Way Function Synthesising

Introduction

Vector Cryptography
& Scalar Cryptography

Anatomy of a Vector Cipher (Sourcecode 1)

Anatomy of a Vector Cipher (Sourcecode 2)

Anatomy of a Vector Cipher (Sourcecode 3)

Anatomy of a Vector Cipher (Sourcecode 4)

Operational Overview

Crypto Entropy

Resume of Entropy
in Cryptography

Entropy Balances
in Cryptography

Entropy and Structure
in Cryptography

Unicode and ASCII
in Cryptography

Raw Encryption
Data Foundations

Alice's Database Management

Alice Encrypts
- Bob Decrypts

USB's, Flash Memory
& Encryption

A Graphical Demonstration

The Network

Polyalphabets

Inverse Function

Lumpy Data
and Randomness

Factoring Very Large
Numbers by GPS

ASCII Modulated
Vigenere Cryptography

ASCII Modulated
Vigenere & Sourcecode

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Alice Encrypts - Bob Decrypts

Encryption Overview

The Resultant vector that is comprised of the cipher-text + the ‘local' key (the change-of-origin vector) are added to the growing string of vectors for sending to Bob as email. NB the key and the cipher-text are embedded together and travel together giving mutual concealment as one large vector.

The possibility field of the key is a 63 bit number when the rotations of i, j, k as an added change of origin to the translation of the origin is taken into account with the seven digit coefficients of i, j, k.

If this number was that of grains of corn it would be enough to cover the whole land mass of North America to a depth of six inches - reference of this is to hand in a chess anecdote involving 1grain on the first square, 2 on the second, and so on in ascendency by multiply the previous square by 2 at each step right up until 2/-1becomes 2/63 = 9, 223, 372, 036, 854 ,775, 808 or 9.223 x 10/18.

This number of grains represents 400 billion tons of maize or 1000 years of world production. In the story the king lost the chess game to one of his people and had to honour the bet that was unwittingly and foolishly laid between him and the peasant.

Not a bad way to envisage very large numbers or to get yourself a kingdom.

Note: This key is just for the current single plaintext this time round and will change again very soon at the next plaintext.

Please note that the information source for the readers' references to text in the boxes is contained on this same site on the pages indexed next as,

1. Vector Cryptography and Scalar Cryptography

2. Raw Encryption Data Foundations

3. Alice 's Database Management

4. The Talking Machine

5. Alice Encrypts – Bob Decrypts

The salient points of vector cryptography once more are.

  • A scalar number can have any number of vector analogues that enable extra concealment operations to be made by using vector methods on the vector analogue in a surrogate operation that acts in lieu of the scalar number in question during encryption transformations. It is restored to its original scalar form again later
  • Vector cryptography is totally independent of randomness in data.
  • Vector cryptography is demonstrably independent of computer power for all time.
  • Vector cryptography uses the vector space of non-parallel vectors as its encryption domain of raw data. This is arguably a definitive state of maximum chaos in raw data that marks the upper end of a scale that has scalar integers as its lower end zero-point.

The ciphers that are already up and running have an encryption / decryption rate of about 7000 characters per second. They will run on almost anything from a handheld PDA to a main-frame central computer. They are written in the SI programming language Ada-95.

The algorithms can be implemented by pencil and paper if that is necessary as the extreme end of functionality of an important communications device.

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AdaCrypt Vector Cryptography ® 2003 Austin O'Byrne