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Dan Kreiser

Publications and source records attributed to Dan Kreiser.

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Methods for Increasing the Resistance of Cryptographic Designs against Horizontal DPA Attacks

Side-channel analysis attacks, especially horizontal DPA and DEMA attacks, are significant threats for cryptographic designs. In this paper we investigate to which extend different multiplication formulae and randomization of the field multiplier increase the resistance of an ECC design against horizontal attacks. We implemented a randomized sequence of the calculation of partial products for the field multiplication in order to increase the security features of the field multiplier. Additionally, we use the partial polynomial multiplier itself as a kind of countermeasure against DPA attacks. We demonstrate that the implemented classical multiplication formula can increase the inherent resistance of the whole ECC design. We also investigate the impact of the combination of these two approaches. For the evaluation we synthesized all these designs for a 250 nm gate library technologies, and analysed the simulated power traces. All investigated protection means help to decrease the success rate of attacks significantly: the correctness of the revealed key was decreased from 99% to 69%.

cs.CR

Flexible FPGA ECDSA Design with a Field Multiplier Inherently Resistant against HCCA

In this paper we describe our flexible ECDSA design for elliptic curve over binary extended fields GF(2l). We investigated its resistance against Horizontal Collision Correlation Attacks (HCCA). Due to the fact that our design is based on the Montgomery kP algorithm using Lopez-Dahab projective coordinates the scalar k cannot be successful revealed using HCCA, but this kind of attacks can be helpful to divide the measured traces into parts that correspond to processing of a single bit of the scalar k. The most important contribution of this paper is that our flexible field multiplier is resistant against horizontal attacks. This inherent resistance makes it a valuable building block for designing unified field multipliers.

cs.CR