不完全意识条件下复杂网络主体的量化模型

A. Kalashnikov, Konstantin Bugajskij
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摘要

本文的目的:开发一种机制,在关于脆弱性存在的信息不足的情况下对复杂信息系统的要素进行定量评估。研究方法:基于二元卷积和Kolmogorov复杂度的不确定性估计数学建模。利用漏洞和弱点数据库作为建模的初始数据。结果表明,复杂网络中某一元素的操作可以用数据转换过程来表示,数据转换过程由一系列时间上的操作组成,这些操作由弱点和相关漏洞描述。在执行潜在弱点的情况下,可以根据后果的严重程度在质量一级对每项行动进行评估。使用二进制卷积和通用编码可以将定性估计转换为二进制序列-字母表中的一个单词{0,1}。这些词的序列——如不确定性函数——描述了由于复杂系统中某个元素存在弱点而实施数据转换过程可能产生的负面后果。提出了用Kolmogorov复杂度来量化不确定性函数的方法。使用图灵机计算不确定性函数提供了一种从信息安全的角度评估复杂信息系统元素的通用机制,而不管它们的软件和硬件实现如何。
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A Model for Quantifying the Agent of a Complex Network in Conditions of Incomplete Awareness
Purpose of the article: development of a mechanism for quantitative evaluation of elements of complex information systems in conditions of insufficient information about the presence of vulnerabilities. Research method: mathematical modeling of uncertainty estimation based on binary convolution and Kolmogorov complexity. Data banks on vulnerabilities and weaknesses are used as initial data for modeling. The result: it is shown that the operation of an element of a complex network can be represented by data transformation procedures, which consist of a sequence of operations in time, described by weaknesses and related vulnerabilities. Each operation can be evaluated at a qualitative level in terms of the severity of the consequences in the event of the implementation of potential weaknesses. The use of binary convolution and universal coding makes it possible to translate qualitative estimates into a binary sequence – a word in the alphabet {0,1}. The sequence of such words — as the uncertainty function — describes the possible negative consequences of implementing data transformation procedures due to the presence of weaknesses in an element of a complex system. It is proposed to use the Kolmogorov complexity to quantify the uncertainty function. The use of a Turing machine for calculating the uncertainty function provides a universal mechanism for evaluating elements of complex information systems from the point of view of information security, regardless of their software and hardware implementation.
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