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Approximation algorithms for maximizing the information – theoretic sum capacity of reverse linkCDMAsystems

机译:最大化信息的近似算法–反向链路CDMA系统的理论和容量

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Since the introduction of multimedia services to CDMA systems, many researchers have been working on the maximization of the aggregate capacity of the reverse link. This problem looks for the optimal set of transmission powers of the stations subject to a set of constraints. One of the research directions in this field is to devise a practically realistic set of constraints and then to propose an algorithm for solving the resulting problem. Through a unified approach, introduced recently by the authors, a more general investigation of the problem, equipped with a wide range of constraints, is possible. Here, we go further and propose an approximation to reshape the objective function into a more conveniently workable one. Then, we analyze the three available formulations of the problem and show that integrating this approximation into the available algorithms has the benefit of reducing the computational cost. The paper includes the mathematics involved in the approximation and its integration into the algorithms. Also, we analyze examples to demonstrate the achievements of the proposed method.
机译:自从将多媒体服务引入CDMA系统以来,许多研究人员一直在努力实现反向链路总容量的最大化。该问题寻找受一组约束的站的最佳发射功率组。该领域的研究方向之一是设计一套实际可行的约束,然后提出一种解决所产生问题的算法。通过作者最近引入的统一方法,可以对这个问题进行更广泛的调查,并提供各种约束条件。在这里,我们走得更远,提出一种近似方法,将目标函数重塑为更方便使用的函数。然后,我们分析了问题的三个可用公式,并表明将这种近似值集成到可用算法中具有降低计算成本的好处。本文包括了近似中涉及的数学并将其集成到算法中。此外,我们通过分析示例来证明所提出方法的成就。

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