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Algorithm for calculating the analytic solution for economic dispatch with multiple fuel units

机译:多燃料单元经济调度解析解的计算算法

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The problem of economic dispatch with multiple fuel units has been widely addressed via different techniques using approximate methods due to the exponential complexity of full enumeration in the underlying combinatory problem. A method has recently been outlined by Min et al. (2008)[12], that allows the problem to be solved in an exact way in polynomial time. In this paper, we present an alternative technique and take this idea further, studying and comparing two algorithms of polynomial complexity: basic recurrence and divide-and-conquer. Moreover, we provide the exact solution to the problem by Lin and Viviani (1984)[1], that constitutes the traditional test for all approximate methods and present a comprehensive survey of several heuristic approaches.
机译:由于潜在的组合问题中完全枚举的指数复杂性,使用近似方法通过不同的技术已广泛解决了使用多个燃料单元进行经济调度的问题。 Min等人最近概述了一种方法。 (2008)[12],这使得问题可以在多项式时间内以精确的方式解决。在本文中,我们提出了一种替代技术,并进一步研究了这种思想,研究并比较了两个多项式复杂度算法:基本递归算法和分治算法。此外,我们提供了Lin和Viviani(1984)[1]解决该问题的精确方法,该方法构成了对所有近似方法的传统检验,并对几种启发式方法进行了全面综述。

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