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[Author] Naofumi HOMMA(23hit)

21-23hit(23hit)

  • Chosen-IV Correlation Power Analysis on KCipher-2 Hardware and a Masking-Based Countermeasure

    Takafumi HIBIKI  Naofumi HOMMA  Yuto NAKANO  Kazuhide FUKUSHIMA  Shinsaku KIYOMOTO  Yutaka MIYAKE  Takafumi AOKI  

     
    PAPER-Symmetric Key Based Cryptography

      Vol:
    E97-A No:1
      Page(s):
    157-166

    This paper presents a chosen-IV (Initial Vector) correlation power analysis on the international standard stream cipher KCipher-2 together with an effective countermeasure. First, we describe a power analysis technique which can reveal the secret key (initial key) of KCipher-2 and then evaluate the validity of the CPA with experiments using both FPGA and ASIC implementations of KCipher-2 processors. This paper also proposes a masking-based countermeasure against the CPA. The concept of the proposed countermeasure is to mask intermediate data which pass through the non-linear function part including integer addition, substitution functions, and internal registers L1 and L2. We design two types of masked integer adders and two types of masked substitution circuits in order to minimize circuit area and delay, respectively. The effectiveness of the countermeasure is demonstrated through an experiment on the same FPGA platform. The performance of the proposed method is evaluated through the ASIC fabricated by TSMC 65nm CMOS process technology. In comparison with the conventional design, the design with the countermeasure can be achieved by the area increase of 1.6 times at most.

  • Arithmetic Circuit Verification Based on Symbolic Computer Algebra

    Yuki WATANABE  Naofumi HOMMA  Takafumi AOKI  Tatsuo HIGUCHI  

     
    PAPER-VLSI Design Technology and CAD

      Vol:
    E91-A No:10
      Page(s):
    3038-3046

    This paper presents a formal approach to verify arithmetic circuits using symbolic computer algebra. Our method describes arithmetic circuits directly with high-level mathematical objects based on weighted number systems and arithmetic formulae. Such circuit description can be effectively verified by polynomial reduction techniques using Grobner Bases. In this paper, we describe how the symbolic computer algebra can be used to describe and verify arithmetic circuits. The advantageous effects of the proposed approach are demonstrated through experimental verification of some arithmetic circuits such as multiply-accumulator and FIR filter. The result shows that the proposed approach has a definite possibility of verifying practical arithmetic circuits.

  • A High-Resolution Phase-Based Waveform Matching and Its Application to Side-Channel Attacks

    Naofumi HOMMA  Sei NAGASHIMA  Takeshi SUGAWARA  Takafumi AOKI  Akashi SATOH  

     
    PAPER-Side Channel Attacks

      Vol:
    E91-A No:1
      Page(s):
    193-202

    This paper presents an enhanced side-channel attack using a phase-based waveform matching technique. Conventionally, side-channel attacks such as Simple Power Analysis (SPA) and Differential Power Analysis (DPA) capture signal waveforms (e.g., power traces) with a trigger signal or a system clock, and use a statistical analysis of the waveforms to reduce noise and to retrieve secret information. However, the waveform data often includes displacement errors, and this degrades the accuracy of the statistical analysis. The use of a Phase-Only Correlation (POC) technique makes it possible to estimate the displacements between the signal waveforms with higher resolution than the sampling resolution. The accuracy of side-channel attacks can be enhanced using the POC-based matching method. Also, a popular DPA countermeasure of creating distorted waveforms with random delays can be defeated by our method. In this paper, we demonstrate the advantages of the proposed method in comparison with conventional approaches of experimental DPA and Differential ElectroMagnetic Analysis (DEMA) against DES software and hardware implementations.

21-23hit(23hit)