异构无线网络中的无模型 QoE 感知无缝切换

Kaustubh Ranjan Singh, Rashmi Chaudhry, Vinay Rishiwal, Mano Yadav
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引用次数: 0

摘要

下一代无线网络(NGWN)由多种技术整合而成,如与互联网连接的移动 ad-hoc 网络(MANET)、Wi-Fi、WiMAX 和 LTE。采用相同或不同技术的网络之间的节点切换由移动 IP 处理。决定是否切换并不完全依赖于接收到的信号强度,因为仅仅依赖这一指标可能会导致不必要的切换。各种因素,如通信功耗、延迟、流量负载和网络带宽,也对确保成功传输起着至关重要的作用。本文介绍了一种基于马尔可夫过程(S-MSH)的无缝切换技术,它考虑到了通信过程中影响移动终端(MT)体验质量(QoE)的不同网络属性。所提出的方法侧重于为系统创建马尔可夫决策过程(MDP)模型,同时考虑用户流量需求。Q-learning 算法应用于该模型,以预测移交是否有益。为了加快 MSH 的收敛速度,引入了一种基于相似性指数的综合方法,称为 S-MSH。仿真和数值结果表明,所提出的方法在总回报和移交次数方面超过了网络优先级多标准垂直移交决策算法(NPMH)和简单加权算法(SAW)。
本文章由计算机程序翻译,如有差异,请以英文原文为准。

Model-Free QoE-Aware Seamless Handoff in Heterogeneous Wireless Networks

Model-Free QoE-Aware Seamless Handoff in Heterogeneous Wireless Networks

Next-generation wireless networks (NGWN) consist of the integration of various technologies, such as Mobile ad-hoc networks (MANET), Wi-Fi, WiMAX, and LTE which are connected to the internet. Switching off the nodes among networks with same or different technology is handled by mobile IP. The determination of hand-off is not solely reliant on received signal strength, as relying solely on this metric could result in unnecessary hand-offs. Various factors, such as power consumption in communication, delay, traffic load, and network bandwidth, also play crucial roles in ensuring successful transmission. This paper introduces a seamless hand-off technique based on Markov processes (S-MSH), which takes into account different network properties that impact the Quality of Experience (QoE) for mobile terminals (MT) during communication. The proposed approach focuses on creating a Markov Decision Process (MDP) model for the system, considering user traffic requirements. The Q-learning algorithm is applied to the model to predict whether a hand-off is beneficial. An integrated similarity index-based approach, termed S-MSH, has been introduced to expedite the convergence rate of MSH. Simulation and numerical results demonstrate that the proposed approach surpasses the performance of the Network Priority Multicriteria Vertical Handover Decision Algorithm (NPMH) and the Simple Additive Weighing Algorithm (SAW) in terms of total reward and the number of handoffs.

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