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CP_ABE with Cloud Revocation

Author(s):

P Pravallika , S V ENGINEERING COLLEGE FOR WOMEN, TIRUPATI; K Sekar, S V ENGINEERING COLLEGE FOR WOMEN

Keywords:

Cipher Text-Policy Attribute-Based Encryption, Ordered Binary Decision Diagram, Access Structure, Access Policy, Decryption

Abstract

Cipher text-strategy quality based encryption (CP-ABE) is broadly utilized as a part of numerous digital physical frameworks and the Internet of Things for ensuring data security. Keeping in mind the end goal to enhance the execution and efficiency of CP-ABE, this paper rolls out an improvement to the entrance structure of portraying access polices in CP-ABE, and presents another CP-ABE framework in view of the arranged double choice graph (OBDD). The new framework makes full utilization of both the ground-breaking depiction capacity and the high computing efficiency of OBDD. To start with, in the entrance structure, the new framework permits various events of a similar property in a technique, underpins both positive characteristic and negative trait in the portrayal of access polices, and can depict freestyle get to polices by utilizing Boolean activities. Second, in the key age arrange, the extent of mystery keys produced by the new framework is steady and not influenced by the quantity of properties; moreover, time many-sided quality of the key age calculation is O(1). Third, in the encryption arrange, both the time many-sided quality of the encryption calculation and the measure of produced cipher text are dictated by the quantity of legitimate ways contained in the OBDD rather than the quantity of characteristics happening in get to polices. At long last, in the unscrambling stage, the new framework bolsters quick decoding and the time many-sided quality of the decoding calculation is just O(1). Thus, contrasted and existing CP-ABE plans, the new framework has better execution and efficiency. It is demonstrated that the new CP-ABE framework can likewise oppose impact assault and picked plaintext assault under the decisional bilinear Define Hellman supposition.

Other Details

Paper ID: IJSRDV6I70156
Published in: Volume : 6, Issue : 7
Publication Date: 01/10/2018
Page(s): 370-371

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