Efficient Learning in Stationary and Non-stationary OSA Scenario with QoS Guaranty

Navikkumar Modi, P. Mary, C. Moy
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引用次数: 1

Abstract

In this work, the opportunistic spectrum access (OSA) problem is addressed with stationary and nonstationary Markov multi-armed bandit (MAB) frameworks. We propose a novel index based algorithm named QoS-UCB that balances exploration in terms of occupancy and quality, e.g. signal to noise ratio (SNR) for transmission, for stationary environments. Furthermore, we propose another learning policy, named discounted QoS-UCB (DQoS-UCB), for the non-stationary case. Our contribution in terms of numerical analysis is twofold: i) In stationary OSA scenario, we numerically compare our QoS-UCB policy with an existing UCB1 and also show that QoS-UCB outperforms UCB1 in terms of regret and ii) in non-stationary OSA scenario, numerical results state that proposed DQoS-UCB policy outperforms other simple UCBs and also QoS-UCB policy. To the best of our knowledge, this is the first learning algorithm which adapts to nonstationary Markov MAB framework and also quantifies channel quality information. Received on XXXX; accepted on XXXX; published on XXXX
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具有QoS保证的平稳和非平稳OSA场景下的高效学习
在这项工作中,利用平稳和非平稳马尔可夫多臂强盗(MAB)框架解决了机会性频谱接入(OSA)问题。我们提出了一种新的基于索引的算法,称为QoS-UCB,它在占用和质量方面平衡了探索,例如在固定环境中传输的信噪比(SNR)。此外,针对非平稳情况,我们提出了另一种学习策略,称为折扣QoS-UCB (DQoS-UCB)。我们在数值分析方面的贡献是双重的:i)在平稳OSA场景中,我们将我们的QoS-UCB策略与现有的UCB1进行了数值比较,并表明QoS-UCB在遗憾方面优于UCB1; ii)在非平稳OSA场景中,数值结果表明,提出的DQoS-UCB策略优于其他简单的ucb和QoS-UCB策略。据我们所知,这是第一个适应非平稳马尔可夫MAB框架并量化信道质量信息的学习算法。XXXX年收到;XXXX日验收;发表于XXXX
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