Welcome to the resource topic for 2012/277
Title:
Cyptanalysis CDHP , BDHP and Tate pairing under certain conditions The Tate pairing is less secure than Weil
Authors: Rkia Aouinatou, Mostafa Belkasmi
Abstract:This work fall within the cadre of Cryptanalysis. Because, under certain condition, we would give a fairly simple method to solve the CDHP (the Problem Computational of Diffie and Hellman) and others problems associated to it. Since, solving this problem, will help us to provide a solution to the BDH (Problem Bilinear of Diffie and Hellman). The CDHP and BDHP are the heart of many cryptosystems in the point of view security, so solving it may be a threat to this cryptosystem’s. To elucidate this, we use a concept of geometry algebraic named Tate Pairing. This work is purely theoretical, we give firstly an overview on the idea and we illustrate it by an examples to see its efficiency.
ePrint: https://eprint.iacr.org/2012/277
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