3 results sorted by ID
Improving algebraic attacks on stream ciphers based on linear feedback shifter registers over $F_{2^k}$
Sondre Rønjom
Secret-key cryptography
In this paper we investigate univariate algebraic attacks on filter generators over extension fields $F_q=F_{2^n}$ with focus on the Welch-Gong (WG) family of stream ciphers. Our main contribution is to break WG-5, WG-7, WG-8 and WG-16 by combining results on the so-called spectral immunity (minimum distance of certain cyclic codes) with properties of the WG type stream cipher construction. The spectral immunity is the univariate analog of algebraic immunity and instead of measuring degree...
Resilience to Distinguishing Attacks on WG-7 Cipher and Their Generalizations
Guang Gong, Mark Aagaard, Xinxin Fan
Secret-key cryptography
The stream cipher WG-7 is a lightweight variant of the well-known Welch-Gong (WG) stream cipher family, targeting for resource-constrained devices like RFID tags, smart cards, and wireless sensor nodes. Recently, a distinguishing attack was discovered against the stream cipher WG-7 by Orumiehchiha, Pieprzyk and Steinfeld. In this paper, we
extend their work to a general distinguishing attack and suggest criteria to protect the WG stream cipher family from this attack. Our analysis shows that...
Cryptanalysis of WG-7 (A Lightweight Stream Cipher for RFID Encryption)
Mohammad Ali Orumiehchiha, Josef Pieprzyk, Ron Steinfeld
Secret-key cryptography
WG-7 is a stream cipher based on WG Stream Cipher and has been designed by Y. Luo, Q. Chai, G. Gong, and X. Lai in 2010. This cipher is designed for low cost and lightweight applications (RFID tags and mobile phones, for instance). This paper addresses cryptographic weaknesses of WG-7 Stream Cipher. We show that the key stream generated by WG-7 can be distinguished from a random sequence after knowing $ 2^{13.5}$ keystream bits and with a negligible error probability. Also, we...
In this paper we investigate univariate algebraic attacks on filter generators over extension fields $F_q=F_{2^n}$ with focus on the Welch-Gong (WG) family of stream ciphers. Our main contribution is to break WG-5, WG-7, WG-8 and WG-16 by combining results on the so-called spectral immunity (minimum distance of certain cyclic codes) with properties of the WG type stream cipher construction. The spectral immunity is the univariate analog of algebraic immunity and instead of measuring degree...
The stream cipher WG-7 is a lightweight variant of the well-known Welch-Gong (WG) stream cipher family, targeting for resource-constrained devices like RFID tags, smart cards, and wireless sensor nodes. Recently, a distinguishing attack was discovered against the stream cipher WG-7 by Orumiehchiha, Pieprzyk and Steinfeld. In this paper, we extend their work to a general distinguishing attack and suggest criteria to protect the WG stream cipher family from this attack. Our analysis shows that...
WG-7 is a stream cipher based on WG Stream Cipher and has been designed by Y. Luo, Q. Chai, G. Gong, and X. Lai in 2010. This cipher is designed for low cost and lightweight applications (RFID tags and mobile phones, for instance). This paper addresses cryptographic weaknesses of WG-7 Stream Cipher. We show that the key stream generated by WG-7 can be distinguished from a random sequence after knowing $ 2^{13.5}$ keystream bits and with a negligible error probability. Also, we...
