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The Secure Transmission of Videos Using the Karhunen-Loeve (K-L) Decomposition and the Synchronization of the Unified Chaotic System with the Hyperchaotic Chen System

机译:使用Karhunen-Loeve(K-L)分解安全地传输视频,以及统一混沌系统与超混沌Chen系统的同步

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摘要

A unique secure communication scheme that can be used for the transmission of gray-scale and color videos is presented in this paper. The proposed scheme is developed by using the Karhunen-Loeve (K-L) decomposition and the synchronization of the unified chaotic system with the hyperchaotic Chen system. First, the gray-scale or color video is represented by a set of N frames. In order to reduce the data, the K-L decomposition is used to come up with data coefficients and eigenfunctions that optimally obtain the crux of the N frames. Using only the most energetic eigenfunctions to approximate the original frames results in computational savings. The data coefficients corresponding to the most energetic eigenfunctions are encrypted and transmitted using a master system composed of a combination of the unified chaotic system and the hyperchaotic Chen system. At the receiver end, these coefficients are recovered and a controller of the sliding mode type is utilized forcing the master and slave systems to synchronize. Simulation results illustrate how the proposed control law is able to synchronize the master and the slave systems. In addition, a demonstration of the recovery of the original frames using the decrypted data coefficients along with the eigenfunctions of the frame is provided. The presented simulations indicate that the proposed scheme results in an excellent performance.
机译:本文提出了一种可用于灰度和彩色视频传输的独特安全通信方案。提出的方案是利用Karhunen-Loeve(K-L)分解以及统一混沌系统与超混沌Chen系统的同步而开发的。首先,灰度或彩色视频由一组N帧表示。为了减少数据,使用K-L分解来得出数据系数和本征函数,以最佳方式获得N帧的关键点。仅使用最有能量的特征函数来近似原始帧会节省计算量。使用由统一混沌系统和超混沌Chen系统的组合组成的主系统对与最能量本征函数相对应的数据系数进行加密和传输。在接收器端,这些系数被恢复,并且使用滑模类型的控制器来强制主系统和从系统进行同步。仿真结果说明了所提出的控制律如何能够使主系统和从系统同步。另外,提供了使用解密的数据系数以及帧的本征函数来恢复原始帧的演示。仿真结果表明,所提出的方案具有良好的性能。

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  • 来源
    《Mathematical Problems in Engineering》 |2018年第14期|6382532.1-6382532.15|共15页
  • 作者单位

    Kuwait Univ, Dept Math, POB 5969, Safat 13060, Kuwait;

    Kuwait Univ, Dept Elect Engn, POB 5969, Safat 13060, Kuwait;

    Kuwait Univ, Dept Elect Engn, POB 5969, Safat 13060, Kuwait;

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