sLiSCP: Simeck-Based Permutations for Lightweight Sponge Cryptographic Primitives

AlTawy, Riham; Rohit, Raghvendra; He, Morgan; Mandal, Kalikinkar; Yang, Gangqiang; Gong, Guang

doi:10.1007/978-3-319-72565-9_7

Cited by 21 publications

(17 citation statements)

References 48 publications

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“…Also, we obtain 96 and 64 classes of impossible differentials for 15‐round SIMECK48 and 17‐round SIMECK64, respectively. These impossible differentials improve the previous best result by two rounds for SIMECK48 and SIMECK64 reported in [13]. Finally, we demonstrate impossible differential attacks on 22‐round SIMECK48 and 24‐round SIMECK64.…”

Section: Introductionsupporting

confidence: 75%

“…In this paper, we employ improved miss‐in‐the‐middle approach to find zero correlation linear distinguishers and impossible differentials on SIMECK. Based on this technique, we identified 96 and 64 classes of zero‐correlation linear approximations for 15‐round SIMECK48 and 17‐round SIMECK64, respectively, which these zero‐correlation linear approximations improve the previous best result by two rounds for SIMECK48 and SIMECK64 reported in [11, 13]. Then based on these distinguishers, we mount attacks on 27‐round SIMECK48 and 31‐round SIMECK64 delicately with the help of divide‐and‐conquer technique.…”

Section: Introductionmentioning

confidence: 99%

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Improved zero‐correlation and impossible differential cryptanalysis of reduced‐round SIMECK block cipher

Sadeghi

Bagheri

2018

IET Information Security

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Section: Introductionsupporting

confidence: 75%

Section: Introductionmentioning

confidence: 99%

Improved zero‐correlation and impossible differential cryptanalysis of reduced‐round SIMECK block cipher

Sadeghi

Bagheri

2018

IET Information Security

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“…32-bit ARM micro-controllers allow one to perform a rotation "for free" since it can be executed together with another arithmetic/logical instruction. 3 Still, a 32-bit ARM processor can only perform rotations of 32-bit operands for free, but not rotations of 64-bit words. 2.…”

Section: Block and Word Sizesmentioning

confidence: 99%

“…Our approach relies on the long trail strategy pioneered by the designers of Sparx [19], and which was then used to build sLiSCP [3], sLiSCP-light [4] as well as the NIST lightweight candidates using them (SPIX [2], SPOC [1], Sparkle [8]). Provided that the round function allows its use, this method provides a simple algorithm for bounding the probability of differential and linear trails.…”

Section: Skeletons For a Family Of (Tweakable) Block Ciphersmentioning

confidence: 99%

Alzette: A 64-Bit ARX-box

Beierle

Biryukov

Santos

et al. 2020

Lecture Notes in Computer Science

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S-boxes are the only source of non-linearity in many symmetric primitives. While they are often defined as being functions operating on a small space, some recent designs propose the use of much larger ones (e.g., 32 bits). In this context, an S-box is then defined as a subfunction whose cryptographic properties can be estimated precisely. We present a 64-bit ARX-based S-box called Alzette, which can be evaluated in constant time using only 12 instructions on modern CPUs. Its parallel application can also leverage vector (SIMD) instructions. One iteration of Alzette has differential and linear properties comparable to those of the AES S-box, and two are at least as secure as the AES super S-box. As the state size is much larger than the typical 4 or 8 bits, the study of the relevant cryptographic properties of Alzette is not trivial. We further discuss how such wide S-boxes could be used to construct round functions of 64-, 128-and 256-bit (tweakable) block ciphers with good cryptographic properties that are guaranteed even in the relatedtweak setting. We use these structures to design a very lightweight 64-bit block cipher (Crax) which outperforms SPECK-64/128 for short messages on micro-controllers, and a 256-bit tweakable block cipher (Trax) which can be used to obtain strong security guarantees against powerful adversaries (nonce misuse, quantum attacks).

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“…There are two efficient software implementations of Simeck on IoT-embedded devices: 8-bit AVR [17] and 16-bit MSP430 [18]. Simeckbased permutations for lightweight sponge cryptographic primitive hardware implementation were proposed at SAC 2017 [19].…”

Section: Simeck Family Blockmentioning

confidence: 99%

Secure Data Encryption for Cloud-Based Human Care Services

et al. 2018

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Sensor network services utilize sensor data from low-end IoT devices of the types widely deployed over long distances. After the collection of sensor data, the data is delivered to the cloud server, which processes it to extract useful information. Given that the data may contain sensitive and private information, it should be encrypted and exchanged through the network to ensure integrity and confidentiality. Under these circumstances, a cloud server should provide high-speed data encryption without a loss of availability. In this paper, we propose efficient parallel implementations of Simeck family block ciphers on modern 64-bit Intel processors. In order to accelerate the performance, an adaptive encryption technique is also exploited for load balancing of the resulting big data. Finally, the proposed implementations achieved 3.5 cycles/byte and 4.6 cycles/byte for Simeck32/64 and Simeck64/128 encryption, respectively.

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sLiSCP: Simeck-Based Permutations for Lightweight Sponge Cryptographic Primitives

Cited by 21 publications

References 48 publications

Improved zero‐correlation and impossible differential cryptanalysis of reduced‐round SIMECK block cipher

Improved zero‐correlation and impossible differential cryptanalysis of reduced‐round SIMECK block cipher

Alzette: A 64-Bit ARX-box

Secure Data Encryption for Cloud-Based Human Care Services

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