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- W2519690707 abstract "In this paper, we study the side-channel security of the field multiplication in GF(2 n ). We particularly focus on GF(2 128 ) multiplica- tion which is the one used in the authentication part of AES-GCM but the proposed attack also applies to other binary extensions. In a hard- ware implementation using a 128-bit multiplier, the full 128-bit secret is manipulated at once. In this context, classical DPA attacks based on the divide and conquer strategy cannot be applied. In this work, the algebraic structure of the multiplication is leveraged to recover bits of information about the secret multiplicand without having to perform any key-guess. To do so, the leakage corresponding to the writing of the multiplication output into a register is considered. It is assumed to follow a Hamming weight/distance leakage model. Under these particular, yet easily met, assumption we exhibit a nice connection between the key recovery prob- lem and some classical coding and Learning Parities with Noise problems with certain instance parameters. In our case, the noise is very high, but the length of the secret is rather short. In this work we investigate dif- ferent solving techniques corresponding to different attacker models and eventually refine the attack when considering particular implementations of the multiplication." @default.
- W2519690707 created "2016-09-23" @default.
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- W2519690707 date "2014-01-01" @default.
- W2519690707 modified "2023-09-27" @default.
- W2519690707 title "Application to AES-GCM" @default.
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