随着复杂环境信息物理系统的更加开放,数据的安全传输问题备受关注.轻量级分组密码算法是保证信息物理系统数据安全传输的重要方法之一,但其仍存在软件实现速率低、硬件实现复杂和灵活性缺乏等问题.针对上述问题,提出了一种基于四分支...随着复杂环境信息物理系统的更加开放,数据的安全传输问题备受关注.轻量级分组密码算法是保证信息物理系统数据安全传输的重要方法之一,但其仍存在软件实现速率低、硬件实现复杂和灵活性缺乏等问题.针对上述问题,提出了一种基于四分支的广义Feistel结构的高性能轻量级分组密码算法.相较于传统的广义Feistel结构算法,该算法进行了以下优化:1)采用由模加、循环位移和异或3种操作组合成的ARX(modular addition,rotation and XOR)结构替换传统广义Feistel结构中的S盒(非线性替换层)和P盒(线性置换层),简化了算法的轮函数结构;2)增加非对称双子密钥以处理每轮加密的明文中间状态,使得中间状态不存在未处理的分支,提高了算法的安全性;3)设计了可扩展的轮常数加模块,提高了算法的灵活性;4)分支中增加混淆扩散结构f_(x),加快了算法的混淆和扩散速度;5)灵活设计了6个版本的轻量级分组密码算法,以适应不同位数的CPU平台.实验和分析表明,该算法实现效率高,具有良好的混淆和扩散能力,以及较高的安全性.展开更多
The Type-2 generalized Feistel structure is widely used in block cipher design.This work conducts a quantum key recovery attack on TWINE-80,a lightweight block cipher based on the improved Type-2 generalized Feistel s...The Type-2 generalized Feistel structure is widely used in block cipher design.This work conducts a quantum key recovery attack on TWINE-80,a lightweight block cipher based on the improved Type-2 generalized Feistel structure.By constructing a round function,a new 7-round quantum distinguisher for TWINE-80 is identified.Leveraging the reuse characteristics of round keys in the algorithm,three pairs of repeated round keys are discovered during the 5-round transformation process.Using Grover’s algorithm to search for partial round keys,a 17-round quantum key recovery attack on TWINE-80 is successfully implemented,with a time complexity of 296 and requiring 327 qubits.Compared to similar studies,this work reduces the time complexity by 26 and slightly decreases the required quantum resources by 12 qubits.展开更多
文摘随着复杂环境信息物理系统的更加开放,数据的安全传输问题备受关注.轻量级分组密码算法是保证信息物理系统数据安全传输的重要方法之一,但其仍存在软件实现速率低、硬件实现复杂和灵活性缺乏等问题.针对上述问题,提出了一种基于四分支的广义Feistel结构的高性能轻量级分组密码算法.相较于传统的广义Feistel结构算法,该算法进行了以下优化:1)采用由模加、循环位移和异或3种操作组合成的ARX(modular addition,rotation and XOR)结构替换传统广义Feistel结构中的S盒(非线性替换层)和P盒(线性置换层),简化了算法的轮函数结构;2)增加非对称双子密钥以处理每轮加密的明文中间状态,使得中间状态不存在未处理的分支,提高了算法的安全性;3)设计了可扩展的轮常数加模块,提高了算法的灵活性;4)分支中增加混淆扩散结构f_(x),加快了算法的混淆和扩散速度;5)灵活设计了6个版本的轻量级分组密码算法,以适应不同位数的CPU平台.实验和分析表明,该算法实现效率高,具有良好的混淆和扩散能力,以及较高的安全性.
文摘The Type-2 generalized Feistel structure is widely used in block cipher design.This work conducts a quantum key recovery attack on TWINE-80,a lightweight block cipher based on the improved Type-2 generalized Feistel structure.By constructing a round function,a new 7-round quantum distinguisher for TWINE-80 is identified.Leveraging the reuse characteristics of round keys in the algorithm,three pairs of repeated round keys are discovered during the 5-round transformation process.Using Grover’s algorithm to search for partial round keys,a 17-round quantum key recovery attack on TWINE-80 is successfully implemented,with a time complexity of 296 and requiring 327 qubits.Compared to similar studies,this work reduces the time complexity by 26 and slightly decreases the required quantum resources by 12 qubits.
