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1 · Publications by Céline Blondeau
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Céline Blondeau Aalto University, School of Science, Department of Computer Science, P.O. Box 15400, FI-00076 Aalto, Finland. +358 449706979. [email protected]. .Publications by Céline Blondeau. 2015: 33. Reflection Cryptanalysis of PRINCE-like Ciphers .Céline Blondeau. Married Céline Wieringa. D.Sc., Researcher. About me. Starting from Janu.
celine blondeau. Fast Software Encryption: 18th International Workshop, FSE 2011, Lyngby .. Advances in Cryptology–EUROCRYPT 2014: 33rd Annual International Conference .. .Céline BLONDEAU, Post doctoral researcher | Cited by 782 | of Aalto University, Helsinki | Read 29 publications | Contact Céline BLONDEAUCéline Blondeau Curriculum Vitae Aalto University, School of Science, Department of Information and Computer Science, P.O. Box 15400, FI-00076 Aalto, Finland H+358 449706979 .Publications by Céline Blondeau. 2015: 33. Reflection Cryptanalysis of PRINCE-like Ciphers (2015) AUTHORS: Soleimany Hadi, Blondeau Céline, Yu Xiaoli, Wu Wenling, Nyberg Kaisa, .
In parallel to the emergence of new technologies and new means of communication, cryptographic algorithms have been developed to ensure the security of the transmitted or .
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Céline Blondeau. Married Céline Wieringa. D.Sc., Researcher. About me. Starting from January 15, 2018 I am not working at Aalto University. New contact address: celineblonde .Recently, in 2014, Blondeau and Nyberg presented a general link between differential and linear attacks. In this paper, we apply this link to develop a concise theory of the differential-linear [email protected], [email protected], [email protected]. Abstract. In this article, we analyse the known-key security of the stan-dardized PRESENT lightweight block .Celine Blondeau, Benoît Gérard, and J-P Tillich. Accurate estimates of the data complexity and success probability for various cryptanalyses . Design, Codes and Cryptography , 59(1 .
AU - Blondeau, Celine. AU - Nyberg, Kaisa. PY - 2017. Y1 - 2017. N2 - Statistical attacks form an important class of attacks against block ciphers. By analyzing the distribution of the statistics involved in the attack, cryptanalysts aim at providing a .
Publications by Céline Blondeau
AU - Blondeau, Celine. AU - Nyberg, Kaisa. PY - 2016. Y1 - 2016. N2 - The power of a statistical attack is inversely proportional to the number of plaintexts needed to recover information on the encryption key. By analyzing the distribution of the random variables involved in the attack, cryptographers aim to provide a good estimate of the data .Blondeau, Celine; Nyberg, Kaisa Improved Parameter Estimates for Correlation and Capacity Deviates in Linear Cryptanalysis Published in: IACR Transactions on Symmetric Cryptology DOI: 10.13154/tosc.v2016.i2.162-191 Published: 01/01/2017 Document Version Publisher's PDF, also known as Version of record Published under the following license: CC BY
{celine.blondeau, kaisa.nyberg}@aalto.fi Abstract. Recently, a number of relations have been established among previously known statistical attacks on block ciphers. Leander showed in 2011 that statistical saturation distinguishers are on average equiva-lent to multidimensional linear distinguishers. Further relations between
AU - Blondeau, Celine. AU - Yu, Xiaoli. AU - Wu, Wenling. AU - Nyberg, Kaisa. AU - Zhang, Huiling. AU - Zhang, Lei. AU - Wang, Yanfeng. N1 - VK: Nyberg, K. PY - 2015. Y1 - 2015. KW - Block cipher a-Reflection property PRINCE Statistical attack Reflection attack. KW - Block cipher a-Reflection property PRINCE Statistical attack Reflection attackBlondeau, Celine ; Bogdanov, Andrey ; Wang, Meiqin. / On the (in)equivalence of impossible differential and zero-correlation distinguishers for Feistel- and Skipjack-type ciphers.International Conference on Applied Cryptography and Network Security, ACNS '14, June 10-13, 2014, Switzerland. editor / Ioana Boureanu ; Philippe Owezarski ; Serge Vaudenay.
Céline Blondeau Curriculum Vitae Aalto University, School of Science, Department of Information and Computer Science, P.O. Box 15400, FI-00076 Aalto, Finland H+358 [email protected], [email protected], [email protected] Abstract. In this article, we analyse the known-key security of the stan-dardized PRESENT lightweight block cipher. Namely, we propose a known-key distinguisher on the full PRESENT, both 80- .While a fundamental link between differential and linear cryptanalysis was already given in 1994 by Chabaud and Vaudenay, these attacks have been studied independently. Only recently, in 2013, Blondeau and Nyberg used the link to compute the probability of a differential given the correlations of many linear approximations.
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Blondeau, Celine ; Nyberg, Kaisa./ New Links Between Differential and Linear Cryptanalysis New Links Between Differential and Linear CryptanalysisBlondeau, Celine ; Peyrin, Thomas ; Wang, Lei. / Known-Key Distinguisher on Full PRESENT.Advances in Cryptology - CRYPTO 2015 - 35th Annual Cryptology Conference .
Aalto University School of Science. [email protected]. FSE 2017 TOKY O March 8, 2017. FSE . The success probability formulas found in this section mostly originate from the work of Blondeau .Celine Blondeau, Benoît Gérard, and J-P Tillich. Accurate estimates of the data complexity and success probability for various cryptanalyses. Design, Codes and Cryptography, 59(1-3):3–34, 2011. Suggested BibTeX entry: @article{BloGerTil11, author = {Celine Blondeau and Beno{\^i}t G{\'e}rard and J-P Tillich},Publications by Céline Blondeau. 2015: 33. Reflection Cryptanalysis of PRINCE-like Ciphers (2015) AUTHORS: Soleimany Hadi, Blondeau Céline, Yu Xiaoli, Wu Wenling, Nyberg Kaisa, Zhang Huiling, Zhang Lei, Wang Yanfeng; JOURNAL: Journal of Cryptology; VOLUME: 28; 32. Known-key Distinguisher on Full PRESENT (2015) AUTHORS:
Statistical attacks form an important class of attacks against block ciphers. By analyzing the distribution of the statistics involved in the attack, cryptanalysts aim at providing a good estimate of the data complexity of the attack. Recently multiple papers have drawn attention to how to improve the accuracy of the estimated success probability of linear key-recovery .Blondeau, Celine ; Perrin, Léo. / More Differentially 6-uniform Power Functions.International Workshop on Coding and Cryptography, Bergen, Norway,April 15-19, 2013 .Celine Blondeau and Kaisa Nyberg´ Aalto University School of Science [email protected] FSE 2017 TOKYO March 8, 2017. FSE 2017 2/24 Outline Introduction Key-Recovery Attack: One Linear Approximation Application to SIMON 32/64 Multidimensional/Multiple Linear Cryptanalysis Applications to PRESENT. FSE 2017Security, Aalto University School of Science and Technology and Technical University of Catalonia, 2010 Gian Pietro Farina. Distinguishing Distributions Using One Bit Linear Trails in PRESENT . Céline Blondeau, L’Université Pierre et Marie Curie and INRIA, France, 2011 Rune Ødegård, Norwegian University of Science and Technology .
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C eline Blondeau1, Roberto Civino 2, and Massimiliano Sala 1 Aalto University, School of Science, Finland [email protected] 2 University of Trento, Italy [email protected], [email protected] Abstract Is it possible that a block cipher apparently immune to clas-sical di erential cryptanalysis can be attacked considering a .Affiliations: [Department of Information and Computer Science, Aalto University, Espoo, Finland]. Author Bio: Céline Blondeau is a Ph.D. student at INRIA, the F Roberto Civino 1 Statistical attacks form an important class of attacks against block ciphers. By analyzing the distribution of the statistics involved in the attack, cryptanalysts aim at providing a good estimate of the data complexity of the attack.
Céline Blondeau, Kaisa Nyberg. Aalto University, School of Science, Department of Information and Computer Science, Finland. a r t i c l e i n f o. a b s t r a c t. Article history: Received 20 March 2014. Received in revised form 6 October 2014. Accepted 10 October 2014. Available online 7 November 2014. Communicated by (PN)Gary .Céline Blondeau Kaisa Nyberg The power of a statistical attack is inversely proportional to the number of plaintexts needed to recover information on the encryption key.Security, Aalto University School of Science and Technology and Technical University of Catalonia, 2010 Gian Pietro Farina. Distinguishing Distributions Using One Bit Linear Trails in PRESENT . Céline Blondeau, L’Université Pierre et Marie Curie and INRIA, France, 2011 Rune Ødegård, Norwegian University of Science and Technology .
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