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A Secure Data Gathering Scheme Based on Properties of Primes and Compressive Sensing for IoT-Based WSNs

机译:基于IOT基WSN的PRIMES和压缩感测的安全数据收集方案

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Minimizing the quantity of transmitted data and protecting the devices from the adversary environment are the main challenges hindering the advancement of Internet of Things (IoT) network. Based on the theorem of unique prime factorization that any natural number can be expressed as the product of powers of prime numbers, we introduce a new scheme in this paper for secure and efficient gathering of the IoT data. The proposed scheme consists of three phases: Setup, Secure data gathering, and Data reconstruction. In the Setup phase, the properties of the prime numbers to create an efficient clustering and routing tree algorithm are utilized to reduce the power consumption during data transmission process. The Secure data gathering phase includes secure intra and inter communication procedures. During secure intra-communication procedure, the Compressive Sensing (CS) based method of data compression and encryption is used. Moreover, the prime number properties and the Bezier curve function are used to solve the CS problems. In the secure inter-communication procedure, the security performance of the IoT based Wireless Sensor Networks (WSNs) is improved by combining Private and Public key algorithms with the consideration of the power limitation of IoT devices. Finally, the proposed scheme introduces an adept reconstruction algorithm which is a hybrid algorithm of Bees and Genetic Algorithm to successfully restore the actual sensor data from the compressed samples, which improves the reconstruction process.
机译:最小化传输数据的数量和保护设备免受对手环境的主要挑战是妨碍物联网(IoT)网络的进步。基于独特的素数分解的定理,任何自然数可以表示为素数的权力产品,我们在本文中引入了新的方案,以确保和有效地收集物联网数据。该方案由三个阶段组成:设置,安全数据收集和数据重建。在设置阶段中,利用素数要创建有效聚类和路由树算法的属性来减少数据传输过程中的功耗。安全数据收集阶段包括安全内部通信程序。在安全的通信过程中,使用基于压缩的数据压缩和加密方法。此外,素数属性和Bezier曲线函数用于解决CS问题。在安全的间通信过程中,通过将私有和公钥算法与考虑IOT设备的电力限制组合来改进基于IOT基础的无线传感器网络(WSN)的安全性能。最后,该方案介绍了一种擅长的重建算法,它是一种蜜蜂和遗传算法的混合算法,用于成功恢复来自压缩样本的实际传感器数据,从而改善了重建过程。

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