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Solving Multiserver Systems with Two Retrial Orbits Using Value Extrapolation: A Comparative Perspective

机译:使用价值外推的两个重读轨道解决多种式系统:比较视角

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In communication networks that guarantee seamless mobility of users across service areas, reattempts occur as a result of user behavior but also as automatic retries of blocked handovers. A multiserver system with two reattempt orbits is obtained when modeling these networks. However, an exact Markovian model analysis of such systems has proven to be infeasible and resorting to approximate methods is mandatory. To the best of our knowledge all the existing methods are based on computing the steady-state probabilities. We propose another approach based on the relative state values that appear in the Howard equations. We compare the proposed method with the most well-known methods appeared in the literature in a wide range of scenarios. The results of the numerical evaluation carried out show that this solution outperforms the previous approaches in terms of both accuracy and computation cost for the most common performance parameters used in retrial systems.
机译:在通信网络中,保证在服务区域的用户的无缝移动性,由于用户行为而发生重新尝试,而且作为阻塞切换的自动重试。在建模这些网络时,获得具有两个重绘轨道的多功能系统。然而,已经证明,这种系统的精确马尔科维亚模型分析是不可行的,并且令人诉诸近似方法是强制性的。据我们所知,所有现有方法都基于计算稳态概率。我们提出了另一种方法,基于霍华德方程中出现的相对状态值。我们将提出的方法与最着名的方法进行比较,在文献中出现在广泛的情景中。进行了数值评估的结果表明,该解决方案在重新系统中使用的最常见性能参数的精度和计算成本方面优于先前的方法。

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