STEW Encryption uses wave forms to generate large soft keys for symmetric ciphers while using hard keys a fraction of the size.
The STEW (Symmetric Transient Encryption Wave) algorithm creates a symmetric encryption key of great length using a comparatively small amount of data. This is accomplished by using dynamic wave forms—waves whose equations change as the encryption is executed according to key-defined sub waves.
The unique advantage of
STEW Encryption is key size. STEW divides the concept of an encryption key into two units: soft and hard. The hard key is the actual key data which contains values used to encrypt or decrypt. Upon crypto execution these values are used to generate the soft key, the string of values that is actually used to alter data. The length of the hard key determines the difficulty of a brute force attack on the application. The length of the soft key determines the difficulty of a brute force attack on the encrypted data itself.
The primary wave can be thought of as similar to the equation y = sin (w
1 ^ w
2 × w
3) × w
4 + w
5. Waves can be nested recursively ad infinitum by setting each variable within a wave equal to the output of a lesser wave. By disrupting the cycle of the primary wave per cycle of the algorithm's execution the repetition of the wave is greatly reduced. Used correctly,
STEW Encryption can create a soft key whose period is longer than the plaintext data, effectively eliminating the wave's repetition and creating cryptotext that is difficult to decode.
Stewart Smith filed a provisional patent claim for
STEW Encryption in early 2001, followed by a full utility patent claim in early 2002.
The latter claim was published on the US Patent and Trademark Office on 10 October 2001 (claim number
US-2002-0146126-A1) and is awaiting approval from the patent review board.
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