研究了平衡相关免疫函数的特征和结构。
Characteristics and constructions of balanced correlation-immune functions are studied.
相关免疫函数和正交矩阵的研究是等价的。
Resilient functions are constructed by applying orthogonal array.
进而给出了相应的二阶和三阶相关免疫函数。
On the basis mentioned above, the corresponding Boolean functions with second order and with third order correlation immunities are given.
它是相关免疫函数概念的自然延伸，但弹性函数的结构和性质却远比相关免疫函数复杂。
Although it is the extend of the conception of correlation immunity functions, its construction and property are more complex than correlation immunity functions.
论述了组合设计和相关免疫性之间的关系，并介绍了利用组合设计来构造相关免疫函数的一些方法。
The relation between combining design and correlation immunity is discussed. Some methods which construct correlation immunity functions using combining design are introduced.
本文首先对有限域上的相关免疫函数进行了研究，揭示了相关免疫性，统计独立性和平衡性之间的关系。
Firstly, correlation immune functions over finite field is discussed, the relationship among correlation immune, statistical independence and balance is revealed.
本文探讨了无记忆组合函数的非线性与相关免疫性之间的关系。
The relationship between nonlinearity and correlation immunity of memoryless combining function is addressed in this paper.
本文讨论了布尔函数的相关免疫阶和非线性度之间的关系，说明了这两者之间存在着一种制约关系。
The relationship between correlation immunity order and nonlinearity of Boolean function is discussed in this paper, it is presented that correlation immunity order constrains nonlinearity.
平衡性和相关免疫性是函数的两个重要密码特性，但目前对两者之间的关系还没有得到很好地研究。
Both balancedness and correlation immunity is one of the most important cryptographic characteristics of a Boolean function to which have gotten many researches respectively.
多输出逻辑函数是构造密码系统的重要工具，相关免疫性是设计安全逻辑函数的重要准则。
Multiple outputs logic function is an important tool for constructing cryptography systems, and correlation immunity is a critical criterion in designing secure logic functions.
弹性函数是相关免疫布尔函数的自然推广。
Resilient function is a natural generalization of correlation immunity Boolean function.
相关免疫且满足严格雪崩准则的布尔函数称为CI - SAC函数。
The Boolean function is called CI-SAC function if it is correlation immunity and satisfies strict avalanche criterion.
相关免疫且满足严格雪崩准则的布尔函数称为CI - SAC函数。
The Boolean function is called CI-SAC function if it is correlation immunity and satisfies strict avalanche criterion.
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