Security-Aware Dynamic RWA for Reducing In-band and Out-of-band Jamming Attacks in WDM Optical Networks

Saja Al-Mamoori, A. Jaekel, S. Bandyopadhyay, Sriharsha Varanasi
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引用次数: 3

Abstract

The high data transfer capacities of current wavelength division multiplexing optical networks put large amounts of data at risk of getting corrupted in the presence of faults and attacks. A wide range of techniques for handling component failures in transparent optical networks are already available in the literature. In recent years, there is growing recognition of the need to develop suitable mechanisms for reducing the adverse effects of malicious attacks such as high-power jamming and tapping attacks. A number of recent papers have proposed static lightpath allocation approaches that take such security issues into consideration. However, most of these approaches consider the routing problem separately from the wavelength assignment problem. In this paper we propose a new security-aware scheme for the complete dynamic routing and wavelength assignment (RWA) problem. Unlike previous approaches, we consider both in-band and out-of-band attacks under dynamic traffic scenario and present an integer linear program (ILP) formulation with two possible objectives for solving the security-aware dynamic RWA problem. For larger networks we present an efficient heuristic algorithm SA-DRWA (Security-Aware Dynamic Routing and Wavelength Assignment) that aims to minimize both in-band and out-of-band attacks. To the best of our knowledge, this is the first such formulation to jointly consider in-band and out-of-band attacks, for dynamic traffic
安全感知的动态RWA减少WDM光网络中的带内和带外干扰攻击
当前波分复用光网络的高数据传输能力使大量数据在出现故障和攻击时面临被破坏的风险。在透明光网络中处理组件故障的广泛技术已经在文献中可用。近年来,越来越多的人认识到需要开发合适的机制来减少恶意攻击(如高功率干扰和窃听攻击)的不利影响。最近的一些论文提出了静态光路分配方法,考虑到这些安全问题。然而,这些方法大多将路由问题与波长分配问题分开考虑。针对完全动态路由和波长分配(RWA)问题,提出了一种新的安全感知方案。与以前的方法不同,我们考虑了动态流量场景下的带内和带外攻击,并提出了一个具有两个可能目标的整数线性规划(ILP)公式来解决安全感知的动态RWA问题。对于较大的网络,我们提出了一种有效的启发式算法SA-DRWA(安全感知动态路由和波长分配),旨在最大限度地减少带内和带外攻击。据我们所知,这是第一个针对动态流量联合考虑带内和带外攻击的公式
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