Multiply Constant-Weight Codes and the Reliability of Loop Physically Unclonable Functions

Chee Y.M.; Cherif Z.; Danger J.; Guilley S.; Kiah H.M.; Kim J.; Sole P.; Zhang X.

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Multiply Constant-Weight Codes and the Reliability of Loop Physically Unclonable Functions

机译：等重码乘以和循环物理上不可克隆的函数的可靠性

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摘要

We introduce the class of multiply constant-weight codes to improve the reliability of certain physically unclonable function response, and extend classical coding methods to construct multiply constant-weight codes from known -ary and constant-weight codes. We derive analogs of Johnson bounds and give constructions showing these bounds to be asymptotically tight up to a constant factor under certain conditions. We also examine the rates of multiply constant-weight codes and demonstrate that these rates are the same as those of constant-weight codes of corresponding parameters.

机译：我们介绍了乘以恒定权重代码的类，以提高某些物理上不可克隆的函数响应的可靠性，并扩展了经典的编码方法，以从已知的进制和恒定权重代码构造乘以恒定权重代码。我们推导了Johnson边界的类似物，并给出了表明这些边界在某些条件下渐近严格到恒定因子的构造。我们还研究了乘以恒定权重代码的比率，并证明了这些比率与相应参数的恒定权重代码的比率相同。

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来源
《Information Theory, IEEE Transactions on》 |2014年第11期|7026-7034|共9页
作者
Chee Y.M.; Cherif Z.; Danger J.; Guilley S.; Kiah H.M.; Kim J.; Sole P.; Zhang X.;
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作者单位

Division of Mathematical Sciences, School of Physical and Mathematical Sciences, Nanyang Technological University, Singapore;

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原文格式 PDF
正文语种 eng
中图分类
关键词
Binary codes; Delay lines; Delays; Educational institutions; Manganese; Reliability; Systematics; Constant-weight codes; constant-weight codes; doubly constant-weight codes; multiply constant-weight codes; physically unclonable functions;

机译：二进制代码;延迟线;延迟;教育机构;锰;可靠性;系统学;恒定重量代码;恒定重量代码;双重恒定重量代码;乘以恒定重量代码;物理上不可克隆的功能;

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2. On Improving Reliability of SRAM-Based Physically Unclonable Functions [J] . Arunkumar Vijayakumar, Vinay C. Patil, Sandip Kundu Journal of Low Power Electronics and Applications . 2017,第1期

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3. Optimal Multiply Constant-weight Codes from Generalized Howell Designs [J] . Wang Changyuan, Chang Yanxun, Feng Tao Graphs and combinatorics . 2019,第3期

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4. Bent Sequences over Hadamard Codes for Physically Unclonable Functions [C] . Patrick Solé, Wei Cheng, Sylvain Guilley, IEEE International Symposium on Information Theory . 2021

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7. Multiply Constant-Weight Codes and the Reliability of Loop Physically Unclonable Functions [O] . Chee, Yeow Meng, Cherif, Zouha, Danger, Jean-Luc, 2014

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Multiply Constant-Weight Codes and the Reliability of Loop Physically Unclonable Functions

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