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The next problem is that of finding an adequate random key generator. If the key is produced by a special hardware random generator, such as a random number generator found on most computers, it is trivial to generate the fake data. If the key generator is publicly available, it can be used to create the fake data, as the generator can be used to produce the fake data, and the key can be easily extracted from it.
The idea of Honey Encryption is to produce fake data, so that a brute-force attack on the encrypted data will result in fake encrypted data that resembles the original data. In other words, the key will have to be correct in order to decrypt the data; however, the attacker will not know whether or not they have the correct key, as the result will resemble the original data.
There are several implementation details to consider before implementing the scheme. The first is to ensure that it is very difficult to find the prime and sub-prime factors of the secret key. The XOR operation is easily performed by the attacker, but if the prime and sub-prime factors of the key are known, the attacker can perform the same operation on the fake data, and determine whether it matches the real data or not. On the other hand, if the prime and sub-prime factors are very large, it will be very difficult for an attacker to figure it out, and an attacker will be left with working with small-number factors that have relatively small prime factors.
The scheme relies on a random generator that produces fake data based on the plaintext data. All the algorithms are publicly available, and can be easily implemented. Honey Encryption uses the XOR operation, but supports many other algorithms, such as AES, Twofish, Serpent, Skipjack, IDEA, and others. The generated data is then encrypted with the public key of the software. Most of the algorithms support non-negligible sizes, and have been tested on data of up to 2 gigabytes.
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