Novel Systolization of Subquadratic Space Complexity Multipliers Based on Toeplitz Matrix–Vector Product Approach

Jeng-Shyang Pan; Chiou-Yng Lee; Anissa Sghaier; Medien Zeghid; Jiafeng Xie

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Novel Systolization of Subquadratic Space Complexity Multipliers Based on Toeplitz Matrix–Vector Product Approach

机译：基于Toeplitz矩阵-矢量积方法的二次空间复杂度乘子的新型系统化

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, because of its superior features such a

机译：，由于其优越的功能

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来源
《IEEE transactions on very large scale integration (VLSI) systems 》 |2019年第7期| 1614-1622| 共9页
作者
Jeng-Shyang Pan; Chiou-Yng Lee; Anissa Sghaier; Medien Zeghid; Jiafeng Xie;
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作者单位

College of Computer Science and Engineering Shandong University of Science and Technology Qingdao China;

Department of Computer Information and Network Engineering Lunghwa University of Science and Technology Taoyuan Taiwan;

Faculty of Sciences LR99E;

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正文语种 eng
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Complexity theory; Matrix decomposition; Cryptography; Pulse width modulation; Very large scale integration; Hardware; Optimization;

机译：复杂性理论;矩阵分解;密码学;脉冲宽度调制;超大规模集成;硬件;优化;

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1. Subquadratic Space Complexity Multiplier Using Even Type GNB Based on Efficient Toeplitz Matrix-Vector Product [J] . Sun-Mi Park, Ku-Young Chang, Dowon Hong, Computers, IEEE Transactions on . 2018 ,第12期

机译：基于有效Toeplitz矩阵-矢量积的偶数类型GNB的二次空间复杂度乘法器
2. Block Recombination Approach for Subquadratic Space Complexity Binary Field Multiplication Based on Toeplitz Matrix-Vector Product [J] . Hasan M. Anwar, Meloni Nicolas, Namin Ashkan H., Computers, IEEE Transactions on . 2012 ,第2期

机译：基于Toeplitz矩阵-矢量积的二次空间复杂度二进制场乘法的块重组方法
3. $schmi{GF(2^n)}$ Shifted Polynomial Basis Multipliers Based on Subquadratic Toeplitz Matrix-Vector Product Approach for All Irreducible Pentanomials [J] . Han J., Fan H. Computers, IEEE Transactions on . 2015 ,第3期

机译： $ schmi {GF（2 ^ n）} $ 基于二次Toeplitz矩阵-向量乘积法的所有不可约五项式的移位多项式基乘
4. Speeding up Subquadratic Finite Field Multiplier over GF(2m) Generated by Trinomials Using Toeplitz Matrix-Vector with Inner Product Formula [C] . Lee Chiou-Yng, Meher Pramod Kumar 2011 Fifth International Conference on Genetic and Evolutionary Computing . 2011

机译：使用具有内积公式的Toeplitz矩阵向量加速由三项式生成的GF（2m）上的二次二次有限域乘子
5. Efficient Bit-parallel Multiplication with Subquadratic Space Complexity in Binary Extension Field [D] . Duan, Xiaolin. 2018

机译：在二进制扩展字段中具有子标态空间复杂性的高效位平行乘法
6. A Low-Power Time-Division-Multiplexed Vector Matrix-Multiplier for a Vestibular Prosthesis [O] . Hakan Töreyin, Pamela T. Bhatti -1

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7. Block Recombination Approach for Subquadratic Space Complexity Binary Field Multiplication based on Toeplitz Matrix-Vector Product [O] . Hasan, Anwar, Méloni, Nicolas, Namin, Ashkan,, 2012

机译：基于Toeplitz矩阵-矢量积的二次空间复杂度二进制场乘法的块重组方法

Novel Systolization of Subquadratic Space Complexity Multipliers Based on Toeplitz Matrix–Vector Product Approach

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