RMAC——一种新的算术编码躲避CCA攻击的加密方案

V Kavitha, Professor, S. Balaji, R. Jeeva, P. Scholar
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引用次数: 7

摘要

随机算术编码(RAC)中使用的伪随机比特发生器产生的随机比特不依赖于任何参数,这给解密端重构该随机比特带来了困难,匹配精确模式的过程需要多步才能达到精确值。在随机矩阵算术编码(RMAC)系统中,安全性依赖于基于用户配置文件的随机密钥形成的随机矩阵。所以对手无法猜出密码或密钥,因为我们是用矩阵中的符号加密明文,不仅是通过密钥,同时使用该密钥很容易在解密端重新创建矩阵。它通过防止选择密文攻击类型-2 (CCA2)攻击、第三方攻击等攻击,提高了算术编码的安全性,同时减少了密码与原始模式匹配的计算时间。
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RMAC — A new encryption scheme for Arithmetic Coding to evade CCA attacks
The random bit generated by pseudorandom bit generator used in Randomized Arithmetic Coding (RAC) doesn't depend on any parameter, so it raises the difficulty in decryption side to reconstruct that random bit and the process to match the exact pattern will take multistep till it reaches exact value. In our system Randomized Matrix Arithmetic Coding (RMAC), the security depends on a randomized matrix formed by the random key based on the user profile. So the adversary can't guess the cipher or key because we are encrypting plaintext with the symbols in the matrix, not only by the key and at the same time using that key it is easy to recreate the matrix at the decryption side. It will increase the security of Arithmetic Coding by preventing from the attacks like Chosen Cipher text Attack type-2 (CCA2) attack, third party attack etc and at the same time it reduces the computational time to match the cipher with original pattern.
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