Counting Carbon: Forward-Looking Analysis of Decarbonization

R. T. Trahan
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引用次数: 3

Abstract

Policy analysis primarily looks backward to solve problems of individual
and public choice. Analysts often seek to derive and draw marginal curves
from existing data to extrapolate observed relationships into the future.
Indeed, the White House Council on Environmental Quality recently issued
a proposed rule that would, among other things, codify the concepts
underlying these tools for environmental matters, i.e., requiring the
considered effects of a proposed action to be “reasonably foreseeable” and
meet a “reasonably close causal relationship.” That proposal expresses a
perspective with a long tradition, yet it presents a curious circumstance.
Although marginal and statistical regression tools are among the most
powerful methods for understanding past continuous change, their power
and efficacy diminish when applied to discontinuous change, meaning
disjointed or abrupt.

This article discusses the discontinuity problem that is inherent in reducing
atmospheric greenhouse gas emissions (decarbonization). It suggests that
combinatorics (i.e., mathematical analysis by counting and ordering) offers
a useful methodology for evaluating that discontinuous change. Here, a
simple counting approach (viz. Equivalent Substitution Analysis)
considers, as two corresponding sets, the discrete number and combination
of technological substitutions that are required for decarbonization. One
implication of the analysis is that decarbonization need not be analyzed
solely as a collective action problem. The article proceeds by exploring
decarbonization conceptually and against archetypal modern analysis. The
article concludes with a detailed case study of an electric utility, the nexus
of decarbonization in the United States (“U.S.”).
计算碳:对脱碳的前瞻性分析
政策分析主要着眼于解决个人和公共选择问题。分析师经常试图从现有数据中推导和绘制边缘曲线,以推断观察到的关系到未来。事实上,白宫环境质量委员会最近发布了一项拟议规则,除其他事项外,该规则将这些环境问题工具的基本概念编纂成法律,即要求拟议行动的考虑影响是“合理可预见的”,并满足“合理密切的因果关系”。这一建议表达了具有悠久传统的观点,但它提出了一个奇怪的情况。虽然边际回归和统计回归工具是理解过去连续变化的最有力的方法之一,但当它们应用于不连续的变化,即不连贯或突然的变化时,它们的力量和效力就会减弱。本文讨论了减少大气温室气体排放(脱碳)所固有的不连续性问题。这表明,组合学(即,通过计数和排序的数学分析)为评估这种不连续变化提供了一种有用的方法。在这里,简单的计数方法(即等效替代分析)将脱碳所需的技术替代的离散数量和组合考虑为两个相应的集合。该分析的一个含义是,脱碳不需要仅仅作为一个集体行动问题来分析。本文从概念上对脱碳进行了探索,并与现代的原型分析相比较。文章最后以电力公司的详细案例研究,美国脱碳的关系(“美国”)。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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