Quantum Entropy and Accounting

John C. Fellingham, Haijin Lin, Douglas A. Schroeder
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Abstract

In a previous paper we establish the equality between accounting numbers and information in a classical Arrow-Debreu economy. One of the conditions is complete market, that is, there exists an Arrow-Debreu security for every possible state realization. In this paper, we relax this condition and establish the equality between accounting numbers and information by exploring quantum information and measurement mathematics. In the revised domain expanded relationship, von Neumann entropy replaces Shannon entropy to capture the information effect.
量子熵与会计学
在之前的一篇文章中,我们建立了经典的阿罗-德布鲁经济中会计数字与信息之间的等式。其中一个条件是完全市场,即对于每一种可能的状态实现都存在一个阿罗-德布鲁证券。本文通过对量子信息和测量数学的探索,放宽了这一条件,建立了会计数与信息的等价关系。在修正的域扩展关系中,冯诺依曼熵取代香农熵来捕捉信息效应。
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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