Ordinal Marginal Preference Theory

Jengnan Tzeng, Chung‐Cheng Lin, Shinn-Shyr Wang
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Abstract

The model in which an individual maximizes his total ordinal or cardinal utility subject to his budget constraint is a paradigm of individual choice theory in economics. The advantage of ordinal utility theory is that utility is immeasurable, but it is inconsistent with common sense, for example, as in the principle of diminishing marginal utility and complementarity defined by cross-derivatives of utility. The advantage of cardinal utility theory is its consistency with common sense, but its problem is that utility is measurable. This leads to a dilemma whenever an economist creates a utility maximization model, as they must either abandon common sense or postulate that utility is measurable. The conundrum of how to develop a utility theory that is immune to this dilemma has remained unsolved until today. This paper presents an ordinal marginal utility theory that solves this puzzle.
有序边际偏好理论
个体在其预算约束下最大化其总序数效用或基数效用的模型是经济学中个体选择理论的一个范例。有序效用理论的优势在于效用是不可测量的,但它与常识不一致,例如,在效用交叉衍生定义的边际效用递减原则和互补性原则中。基数效用理论的优势在于其与常识的一致性,但其问题在于效用是可测量的。每当经济学家创建效用最大化模型时,这就导致了一个困境,因为他们要么放弃常识,要么假设效用是可测量的。如何发展一种不受这种困境影响的效用理论的难题直到今天仍未得到解决。本文提出了一个序数边际效用理论来解决这个难题。
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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