Advanced DPA Theory and Practice: Towards the Security by Eric Peeters

By Eric Peeters

Advanced DPA idea and perform presents a radical survey of recent actual leakages of embedded structures, particularly the facility and the electromagnetic emanations. The booklet offers a radical research approximately leakage starting place of embedded procedure. This booklet examines the systematic method of different features and complex information about experimental setup for electromagnetic assault. the writer discusses complex statistical tips on how to effectively assault embedded units similar to high-order assault, template assault in imperative subspaces, desktop studying equipment. The booklet comprises theoretical framework to outline side-channel in response to metrics: mutual info and good fortune rate.

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Extra resources for Advanced DPA Theory and Practice: Towards the Security Limits of Secure Embedded Circuits

Example text

J. & Samyde, D. (2001). Electromagnetic analysis (EMA): Measures and counter-measures for smart cards. In I. Attali & T. P. ), E-smart, Lecture Notes in Computer Science (Vol. 2140, pp. 200–210). Tokyo: Springer. [Rab96] Rabaey, J. M. (1996). Digital Integrated Circuits. , Örs, S. , & Preneel, B. (2004). Power analysis of an FPGA: Implementation of Rijndael: Is pipelining a DPA countermeasure? In M. -J. Quisquater [JQ04], (pp. 30–44). [TSM02] Sloan, R. , Messerges, T. , & Dabbish, E. A. (2002).

5). This time it can be observed (dashed curve) that this expression gives us a more realistic approximation of the experimental curve given in Fig. 4 which tends to confirm that our new assumption is correct (small current loop on the surface of the die). Obviously, it is directly related to the kind of probe we use, its resolution, . . Although these simple equations do not describe the exact behavior of the magnetic field, they emphasize two important points: 1. The field’s amplitude is data-dependent (suggested by the dependence of the current intensity I ).

In N. ), CRYPTO, Lecture Notes in Computer Science (Vol. 1109, pp. 104–113). Berlin: Springer. [MMC+02] Moore, S. , Mullins, R. , Cunningham, P. , Anderson, R. , & Taylor, G. S. (2002). Improving smart card security using self-timed circuits. In ASYNC, IEEE Computer Society (p 211–218). , Muller, H. , & Smart, N. P. (2001). Random register renaming to foil DPA. In Ç. K. Koç et al. [cKKNP01] (pp. 28–38). , Bouesse, G. , & Renaudin, M. (2003). Statistic implementation of QDI asynchronous primitives.

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