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Determination of Wireless Networks Parameters through Parallel Hierarchical Support Vector Machines

机译:通过并行层次支持向量机确定无线网络参数

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摘要

We consider the problems of 1) estimating the physical locations of nodes in an indoor wireless network, and 2) estimating the channel noise in a MIMO wireless network, since knowing these parameters are important to many tasks of a wireless network such as network management, event detection, location-based service, and routing. A hierarchical support vector machines (H-SVM) scheme is proposed with the following advantages. First, H-SVM offers an efficient evaluation procedure in a distributed manner due to hierarchical structure. Second, H-SVM could determine these parameters based only on simpler network information, e.g., the hop counts, without requiring particular ranging hardware. Third, the exact mean and the variance of the estimation error introduced by H-SVM are derived which are seldom addressed in previous works. Furthermore, we present a parallel learning algorithm to reduce the computation time required for the proposed H-SVM. Thanks for the quicker matrix diagonization technique, our algorithm can reduce the traditional SVM learning complexity from O(n^3) to O(n^2) where n is the training sample size. Finally, the simulation results verify the validity and effectiveness for the proposed H-SVM with parallel learning algorithm.
机译:我们考虑以下问题:1)估算室内无线网络中节点的物理位置,以及2)估算MIMO无线网络中的信道噪声,因为知道这些参数对于无线网络的许多任务(例如网络管理)非常重要,事件检测,基于位置的服务和路由。提出了具有以下优点的分级支持向量机(H-SVM)方案。首先,由于层次结构,H-SVM以分布式方式提供了有效的评估过程。其次,H-SVM可以仅基于更简单的网络信息(例如,跳数)来确定这些参数,而不需要特定的测距硬件。第三,推导了H-SVM引入的估计误差的精确均值和方差,这在先前的工作中很少涉及。此外,我们提出了一种并行学习算法,以减少提出的H-SVM所需的计算时间。感谢更快的矩阵对角化技术,我们的算法可以将传统的SVM学习复杂度从O(n ^ 3)降低到O(n ^ 2),其中n是训练样本大小。最后,仿真结果验证了所提出的具有并行学习算法的H-SVM的有效性和有效性。

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