Parallel Key Encryption for CBC And Interleaved CBC

Abstract

Abstract-In current day scenario, the need to protect information has become very important and hence the need for cryptographic algorithms is high. Here, we extend the parallel key encryption algorithm and bring out its full potential by implementing the various cryptographic modes such as cipher block chaining and interleaved cipher block chaining where commendable increase in efficiency and reduction in encryption and decryption time can be seen. We have also considerably increased the key size by using 1024 bit and 2048 bit keys for the algorithmic implementation and in CBC and interleaved CBC execution. Our practical analysis has brought to front the salient features of the parallel key encryption algorithm and its ability to provide enhanced data protection when using a larger key size along with its randomness property. In theoretical analysis, it can be shown that remarkable reduction in encryption and decryption time of cryptographic systems is achieved and an enhanced strength to the system against brute force attacks is achieved. Furthermore, PCA can be extended for different cryptographic modes, using varying key size and number of keys used in the process.

A New Framework for Securing Personal Data Using the Multi-Cloud

“…Also, it will facilitate the encryption/decryption processes by reducing the size of the computed files. Technically, the data splitting improves the processing throughout, by allowing pipeline and parallel process, which will reduce the operational cost and the consumed time [34]. Compressing the distributed data could help reduce the segment's size before uploading to the cloud, which will reduce the consumed time and bandwidth and save storage in the cloud.…”

CBC and Interleaved CBC Implementations of PACTS Cryptographic Algorithm

“…Praveen Dongara et al, implemented several symmetric cryptographic algorithms in ECB, CBC and interleaved CBC modes [20]. Similar works with CBC and Interleaved CBC modes were also carried out on AES by Zadia Codabux-Rossan et al [21] and Ashokkumar et al [22].…”