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Modified signomial geometric programming (MSGP) and its applications

机译:修改了签名几何编程(MSGP)及其应用

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A "signomial" is a mathematical function, contains one or more independent variables. Richard J. Duffin and Elmor L. Peterson introduced the term "signomial". Signomial geometric programming (SGP) optimization technique often provides a much better mathematical result of real-world nonlinear optimization problems. In this research paper, we have proposed unconstrained and constrained signomial geometric programming (SGP) problem with positive or negative integral degree of difficulty. Here a modified form of signomial geometric programming (MSGP) has been developed and some theorems have been derived. Finally, these are illustrated by proper examples and applications.
机译:“signomial”是一种数学函数,包含一个或多个自动变量。 Richard J. Duffin和Elmor L. Peterson介绍了“signomial”一词。标志性几何编程(SGP)优化技术经常提供实际非线性优化问题的更好的数学结果。在本研究论文中,我们提出了无疑和受约束的义目几何规划(SGP)问题,积极或负整体难度。这里已经开发了一种修改的标志性几何编程(MSGP),并导出了一些定理。最后,通过适当的示例和应用来说明这些。

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