Mix Columns Affidavit

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Derive the set of round keys from the cipher key. Initialize the state array with the block data (plaintext). Add the initial round key to the starting state array. Perform nine rounds of state manipulation.
To review the overall structure of AES and to focus particularly on the four steps used in each round of AES: (1) byte substitution, (2) shift rows, (3) mix columns, and (4) add round key. Python and Perl implementations for creating the lookup tables for the byte substitution steps in encryption and decryption.
Generate a random 128-bit key (k1), a random 128-bit IV, and a random salt (64 bits is probably sufficient). Use PBKDF2 to generate a 256-bit key from your password and the salt, then split that into two 128-bit keys (k2, k3). Use k2 to AES encrypt k1 using the random IV.
Well, AES is not a Faster cipher because it's a substitution-permutation network instead. In a Faster cipher, the round function is not necessarily invertible (DES's round function is not), but in AES, like any substitution-permutation network, the rounds are invertible. This is a property of the construction itself.
There are three variants of AES based on different key sizes (128, 192, and 256 bits). Above we described the 128-bit version of the AES key schedule. All three variants of AES use a 128-bit block size, only the key sizes differ.
A 6 bit key has 64 combinations, a 7 bit key has 128 combinations, and so forth. A 10 bit key has a thousand combinations, a 20 bit key has a million combinations, a 30 bit key has a BILLION combinations.
AES has 10 rounds for 128-bit keys, 12 rounds for 192-bit keys, and 14 rounds for 256-bit keys.
We now turn to a discussion of each of the four transformations used in AES. For each stage, we describe the forward (encryption) algorithm, the inverse (decryption) algorithm, and the rationale for the stage. We now turn to a discussion of each of the four transformations used in AES.
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