Efficient multiplication for finite fields of p characteristic by LI Yin 1, CHEN Gong-liang1, LI Jian-hua1

“…Based on residue arithmetic,a new form of polynomial named PAPB in Fp[x] had been constructed.The amount and distribution of such irreducible polynomials had also been investigated.Then,an efficient algorithm for multiplication modulo PAPB had been proposed using residue arithmetic and Chinese remainder theorem.In the end,the result analysis was given.The theoretic analysis and simulation experiment show that for some finite field of medium prime characteristic,the given algorithm only costs O（k1.5） operations in Fp while the multiplication modulo irreducible binomial cost O（k2） operations,which shows a better performance.As a result,the work presents an interesting perspective for optimal extension field and elliptic curve cryptography.…”
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An efficient algorithmic framework to minimize the summand matrix in binary multiplication by Amit Verma, Manish Prateek, Shiv Naresh Shivhare, Thipendra P. Singh, Anuj Kumar, Rakesh Ranjan, Rahul Priyadarshi

Subjects: “…Binary multiplication…”
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EDSM:secure and efficient scalar multiplication algorithm on Edwards curves by ZHANG Bao-hua1, YIN Xin-chun2, ZHANG Hai-ling2

“…Investigate the secure and efficient algorithm for scalar multiplication on Edwards curves.First,several new addition and doubling formulas were proposed.Analysis shows that our new formulas are more efficient than existed formulas.Then a new scalar multiplication algorithm was forwarded,called EDSM algorithm.Finally,our EDSM algo-rithm with the improved Montgomery method and other existed secure and efficient algorithms were compared.Experi-mental results show that our EDSM（scalar multiplication on Edwards curve） algorithm make great improvements in as-pects of efficiency and security.…”
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Efficient Big Integer Multiplication and Squaring Algorithms for Cryptographic Applications by Shahram Jahani, Azman Samsudin, Kumbakonam Govindarajan Subramanian

“…We present a modified version of the classical multiplication and squaring algorithms based on the Big-ones to improve the efficiency of big integer multiplication and squaring in number theory based cryptosystems. …”
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SpDRAM: Efficient In-DRAM Acceleration of Sparse Matrix-Vector Multiplication by Jieui Kang, Soeun Choi, Eunjin Lee, Jaehyeong Sim

“…We introduce novel sparsity-aware in-DRAM matrix mapping techniques and a corresponding DRAM-based acceleration framework, termed SpDRAM, which utilizes a triple row activation scheme to efficiently handle sparse matrix-vector multiplication (SpMV). …”
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A Communication-Efficient Distributed Matrix Multiplication Scheme with Privacy, Security, and Resiliency by Tao Wang, Zhiping Shi, Juan Yang, Sha Liu

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Efficiency improvement of Juniper trees mass propagation through in vitro shoot multiplication by Alae Ahmed Jabbour, Abdulaziz Alzahrani

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Area-Time-Efficient Secure Comb Scalar Multiplication Architecture Based on Recoding by Zhantao Zhang, Weijiang Wang, Jingqi Zhang, Xiang He, Mingzhi Ma, Shiwei Ren, Hua Dang

“…Based on this, the data dependency is considered and the comb architecture is optimized to achieve a uniform and efficient execution pattern. The interleaved modular multiplication algorithm and modified binary inverse algorithm are used to achieve short clock cycle delay and high frequency while taking into account the need for a low area. …”
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Design of an efficient and reconfigurable 1 024 bit large numbers multiplier by Su Cheng, Xia Hong

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Efficient Scalar Multiplication of ECC Using Lookup Table and Fast Repeating Point Doubling by Fu-Jung Kan, Yan-Haw Chen, Jeng-Jung Wang, Chong-Dao Lee

“…This study proposes an efficient scalar multiplication method for elliptic curves over finite fields <inline-formula><math xmlns="http://www.w3.org/1998/Math/MathML" display="inline"><semantics><mrow><mi>G</mi><mi>F</mi><mo stretchy="false">(</mo><msup><mn>2</mn><mi>m</mi></msup><mo stretchy="false">)</mo></mrow></semantics></math></inline-formula>. …”
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Flexible self-rectifying synapse array for energy-efficient edge multiplication in electrocardiogram diagnosis by Younghyun Lee, Hakseung Rhee, Geunyoung Kim, Woon Hyung Cheong, Do Hoon Kim, Hanchan Song, Sooyeon Narie Kay, Jongwon Lee, Kyung Min Kim

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A Resource-Efficient Edwards25519 Point Multiplication Technique for Resource-Constrained Devices by Nawras H. Sabbry, Alla Levina

“…These results highlight the method&#x2019;s efficiency, providing an optimal balance of speed, memory utilization, and security for constrained microcontroller applications.…”
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Efficient Protocol to Discriminate Multiple Ballistic Targets by Min Kim, Sewon Yoon, Inoh Choi, Jooho Jung, Sanghong Park

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Optimized design of satellite-borne multiple power supply by Xu Juan, Wang Zhengzhi

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An Efficient Implementation of Montgomery Modular Multiplication Using a Minimally Redundant Residue Number System by Mikhail Selianinau, Bożena Woźna-Szcześniak

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The Impact of Director’s Multiple Positions on Investment Efficiency Decisions by Elysabet Christy Diandra Selano

“…There are differences in research results regarding the impact of a director’s busyness due to multiple positions, so this study aims to examine the relationship between director busyness and investment efficiency decisions from the perspective of the upper echelons theory. …”
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MELATONIN EFFICIENCY IN MULTIPLE TREATMENT OF ABNORMAL UTERUS BLEEDING by E. N. Tananakina

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Compact 8-Bit S-Boxes Based on Multiplication in a Galois Field <i>GF</i>(2⁴) by Phuc-Phan Duong, Tuan-Kiet Dang, Trong-Thuc Hoang, Cong-Kha Pham

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Efficient and Privacy-Preserving Decision Tree Inference via Homomorphic Matrix Multiplication and Leaf Node Pruning by Satoshi Fukui, Lihua Wang, Seiichi Ozawa

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Efficiency of pomalidomide therapy in patients with multiple myeloma refractory to lenalidomide by I. G. Rekhtina, L. P. Mendeleeva

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