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Minimizing the Maximum Firewall Rule Set in a Network with Multiple Firewalls

机译:在具有多个防火墙的网络中最小化最大防火墙规则集

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A firewall's complexity is known to increase with the size of its rule set. Empirical studies show that as the rule set grows larger, the number of configuration errors on a firewall increases sharply, while the performance of the firewall degrades. When designing a security-sensitive network, it is critical to construct the network topology and its routing structure carefully in order to reduce the firewall rule sets, which helps lower the chance of security loopholes and prevent performance bottleneck. This paper studies the problems of how to place the firewalls in a topology during network design and how to construct the routing tables during operation such that the maximum firewall rule set can be minimized. These problems have not been studied adequately despite their importance. We have two major contributions. First, we prove that the problems are NP-complete. Second, we propose a heuristic solution and demonstrate the effectiveness of the algorithm by simulations. The results show that the proposed algorithm reduces the maximum firewall rule set by 2-5 times when comparing with other algorithms.
机译:众所周知,防火墙的复杂性会随着其规则集的大小而增加。实证研究表明,随着规则集的增大,防火墙上的配置错误数量急剧增加,而防火墙的性能却下降了。在设计对安全敏感的网络时,至关重要的是仔细构造网络拓扑及其路由结构,以减少防火墙规则集,这有助于降低安全漏洞的机会并防止性能瓶颈。本文研究了在网络设计过程中如何将防火墙放置在拓扑结构中以及如何在操作过程中构造路由表以使最大防火墙规则集最小化的问题。尽管这些问题很重要,但尚未对其进行充分的研究。我们有两个主要贡献。首先,我们证明问题是NP完全的。其次,我们提出了一种启发式解决方案,并通过仿真证明了该算法的有效性。结果表明,与其他算法相比,该算法将最大防火墙规则集降低了2-5倍。

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