全球变暖的鲁棒模糊决策

Kousik Bhattacharya, S. Kumar De, P. Nayak
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引用次数: 2

摘要

本文建立了一个模糊系统下的全球变暖指标模型。环境污染是造成全球变暖的原因和直接影响的原因。空气中氧气的有限,淡水量的不断减少,尤其是饮用水的不断减少,全球气温的上升是全球变暖的主要症状(变体)。因此,为了捕捉事实,我们需要开发一个早期研究人员尚未开发的数学模型。对环境的三个主要参数即氧气、淡水和地表温度进行了有效的文献调查。事实上,我们已经积累了150年的这些主要成分的数据结构,并在模糊系统下对它们进行了分析,从而建立了一个有效的全球变暖指标模型。首先,我们给出了一些模糊集的定义。利用数据集,我们构建了环境的三个主要组成部分的适当的隶属函数。在此基础上,利用目标规划问题,构建了具有不同优先级向量(情景1和情景2)的目标约束的模糊全球变暖指标(GWI)模型,并对多值目标规划问题进行了扩展,并利用LINGO软件进行了数值说明。数值研究表明,随着时间的增加,GWI的最大值和最小值呈递减趋势。可以看出,在情景1中,全球环境系统将在30年后相对于当前基线退化31%的GWI,从而达到稳定。对于情景2,在同一时间之后,全球环境系统将相当缓慢地达到稳定,相对于目前的基线下降28%的GWI。本文首次利用模糊系统研究了全球变暖的数学模型。文献中没有其他的数学模型。因此,最基本的新颖之处在于一个强大的决策方法,它显示了这个世界上主要物种的灭绝预期时间。然而,对主要环境成分的数据分析的广泛研究可以告诉全球变暖指标的稳定性,从而也可以告诉全球未来的命运。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
A Robust Fuzzy Decision Making on Global Warming
In this article we develop a global warming indicator model under fuzzy system. It is the light of sun that environmental pollution is responsible for the cause and immediate effect of global warming. Limited amount of oxygen in the air, continuous decrease of fresh water volume, more especially the amount of drinking water and the rise of temperature in the globe are the major symptoms (variants) of global warming. Thus, to capture the facts we need to develop a mathematical model which has not yet been developed by the earlier researchers. An efficient literature survey has been done over the three major parameters of the environment namely oxygen, fresh water and surface temperature exclusively. In fact we have accumulated 150 years-data structure for these major components and have analyzed them under fuzzy system so as to develop an efficient global warming indicator model. First of all, we gave few definitions on fuzzy set. Utilizing the data set we have constructed appropriate membership functions of the three major components of the environment. Then applying goal programming problem, we have constructed a fuzzy global warming indicator (GWI) model subject to some goal constraints with respective priority vectors (Scenario 1 and Scenario 2). An extension has also been included for multi-valued goal programming problem and numerical illustrations have been done with the help of LINGO software. Numerical study reveals that the GWI takes maximum and minimum values in a decreasing manner as time increases. It is seen that for scenario 1, the global environmental system will attain its stability after 30 years by degrading 31% of GWI with respect to present base line. For scenario 2, after the same time the global environmental system will attain its stability quite slowly by degrading 28% of GWI with respect to present base line. Here we have studied a mathematical model of global warming first time using fuzzy system. No other mathematical models have been existed in the literature. Thus, the basic novelty lies in a robust decision-making approach which shows the expected time of extinction of major species in this world. However, extensive study on data analytics over major environmental components can tell the stability of the global warming indicator and hence the future fate of the globe also.
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