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An Operation Reduction Using Fast Computation of an Iteration-Based Simulation Method with Microsimulation-Semi-Symbolic Analysis ?

机译:使用微仿真-半符号分析的基于迭代的仿真方法的快速计算来简化运算

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This paper presents a method for shortening the computation time and reducing the number of math operations required in complex calculations for the analysis, simulation, and design of processes and systems. The method is suitable for education and engineering applications. The efficacy of the method is illustrated with a case study of a complex wireless communication system. The computer algebra system (CAS) was applied to formulate hypotheses and define the joint probability density function of a certain modulation technique. This innovative method was used to prepare microsimulation-semi-symbolic analyses to fully specify the wireless system. The development of an iteration-based simulation method that provides closed form solutions is presented. Previously, expressions were solved using time-consuming numerical methods. Students can apply this method for performance analysis and to understand data transfer processes. Engineers and researchers may use the method to gain insight into the impact of the parameters necessary to properly transmit and detect information, unlike traditional numerical methods. This research contributes to this field by improving the ability to obtain closed form solutions of the probability density function, outage probability, and considerably improves time efficiency with shortened computation time and reducing the number of calculation operations.
机译:本文提出了一种缩短计算时间并减少复杂计算所需的数学运算次数的方法,以进行过程和系统的分析,仿真和设计。该方法适用于教育和工程应用。通过复杂无线通信系统的案例研究说明了该方法的有效性。应用计算机代数系统(CAS)来表达假设并定义某种调制技术的联合概率密度函数。此创新方法用于准备微仿真-半符号分析,以完全指定无线系统。提出了一种基于迭代的仿真方法,该方法提供了封闭式解决方案。以前,使用费时的数值方法来求解表达式。学生可以将这种方法用于性能分析和了解数据传输过程。与传统的数值方法不同,工程师和研究人员可以使用该方法深入了解正确传输和检测信息所必需的参数的影响。这项研究通过提高获得概率密度函数,停运概率的闭合形式解的能力为该领域做出了贡献,并通过缩短计算时间并减少了计算操作的数量显着提高了时间效率。

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