Data integrity and non-repudiation method
A method is disclosed for establishing data integrity and non-repudiation without hashing and without performing a bit to bit comparison of the message. The method includes: generating a random symmetric key for use with a symmetric encryption algorithm; generating a random sequence having a plurality of elements; separating a message into a plurality of blocks, wherein each block has a size less than or equal to the block size of the symmetric algorithm less the size of a digital signature of one of the plurality of elements; generating a signature for each of the plurality of elements; encrypting a concatenation of each of the plurality of blocks of the message with a corresponding signature, the encrypting performed with the symmetric encryption algorithm and the random symmetric key; and communicating the encrypted concatenation to a gaming device.
1 . A method for securing information, comprising:
a gaming server generating a random symmetric key for use with a symmetric encryption algorithm, the key having a block size of at least 512 bits;
the gaming server generating a random sequence having a plurality of elements;
generating an elliptic curve signature for each of the plurality of elements;
the gaming server separating a gaming software into a plurality of blocks, each block having a size equal to the block size of the symmetric encryption algorithm less the size of the elliptic curve signature;
encrypting a concatenation of each of the plurality of blocks of the gaming software with a corresponding elliptic curve signature, the encrypting being performed using the symmetric encryption algorithm and a random symmetric key; and
communicating the encrypted concatenation to a gaming device.
2 . The method of claim 1 , wherein the symmetric encryption algorithm is a Rijndael variant.
3 . The method of claim 2 , wherein the elliptic curve signature has a length of at least 256 bits.
4 . The method of claim 1 , wherein the random sequence is a geometrically increasing sequence.
5 . The method of claim 4 , wherein the elliptic curve signature is generated with a variant of an ElGamal signature algorithm.
6 . The method of claim 4 , wherein generating the elliptic curve signature omits hashing.
7 . The method of claim 4 , wherein the gaming software is an upgrade to a video poker wagering game.
8 . The method of claim 1 , wherein the random symmetric key is disposed of in response to communicating the encrypted concatenation to a gaming device.
9 . A method for securing information, comprising:
a gaming server generating a random symmetric key for use with a symmetric encryption algorithm;
the gaming server generating a random sequence having a plurality of elements;
generating a signature for each of the plurality of elements;
the gaming server separating a gaming software into a plurality of blocks, each block having a size less than or equal to the block size of the symmetric encryption algorithm less the size of the signature;
encrypting a concatenation of each of the plurality of blocks of the gaming software with a corresponding signature, the encryption being performed using the symmetric encryption algorithm and a random symmetric key; and
communicating the encrypted concatenation to a gaming device.
10 . A method for securing information, comprising:
a server generating a random symmetric key for use with a symmetric encryption algorithm having a block size of at least 512 bits;
the server generating a random sequence having a plurality of elements;
generating an elliptic curve signature for each of the plurality of elements;
the server separating a information into a plurality of blocks, each block having a size equal to the block size of the symmetric encryption algorithm less the size of the elliptic curve signature;
encrypting a concatenation of each of the plurality of blocks of the information with a corresponding elliptic curve signature, the encrypting being performed using the symmetric encryption algorithm and a random symmetric key; and
communicating the encrypted concatenation to a another device.
11 . The method of claim 10 , wherein the symmetric encryption algorithm is a Rijndael variant.
12 . The method of claim 11 , wherein the elliptic curve signature has a length of at least 256 bits.
13 . The method of claim 10 , wherein the random sequence is a geometrically increasing sequence.
14 . The method of claim 13 , wherein the elliptic curve signature is generated with a variant of an ElGamal signature algorithm.
15 . The method of claim 13 , wherein generating the elliptic curve signature omits hashing.
16 . The method of claim 10 , wherein the gaming software is an upgrade to a video poker wagering game.
17 . The method of claim 10 , wherein the random symmetric key is disposed of in response to communicating the encrypted concatenation to a gaming device.
18 . A method for securing information, comprising:
a server generating a random symmetric key for use with a symmetric encryption algorithm;
the server generating a random sequence having a plurality of elements;
generating a signature for each of the plurality of elements;
the server separating information into a plurality of blocks, each block having a size less than or equal to the block size of the symmetric encryption algorithm less the size of the signature;
encrypting a concatenation of each of the plurality of blocks of the information using a corresponding signature, the encryption being performed using the symmetric encryption algorithm and a random symmetric key; and
communicating the encrypted concatenation to another device.