Accrual Duration

Ilia D. Dichev, E. Owens
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引用次数: 2

Abstract

We define accrual duration as the length of time between an accrual and its associated cash flow. Accrual duration and accrual discretion are inextricably linked by the fundamentals of the accrual process because one side of an accrual pair is pinned down by the sign and magnitude of its associated concurrent cash flow (so, has no scope for discretion), while the other side is recorded based on forward-looking estimates that are unavoidably less precise over longer horizons, and therefore more discretionary. We develop an accrual-duration approach that provides powerful estimates of discretionary total accruals. In addition, we show that the accrual duration approach can be incorporated as a second stage to sharpen the discretionary accruals estimated from existing models like Jones (1991) and Dechow and Dichev (2002). Finally, we discuss how the accrual duration approach can shed light on several ongoing issues in accounting research.
权责发生制时间
我们将应计持续时间定义为应计收益与其相关现金流量之间的时间长度。应计持续时间和应计自由裁量权与应计过程的基本原理密不可分,因为应计对的一方是由其相关的并发现金流量的符号和大小确定的(因此,没有自由裁量权的范围),而另一方是根据前瞻性估计记录的,这不可避免地在较长时间内不那么精确,因此更具自由裁量权。我们开发了一种权责发生期方法,提供了对可自由支配的应计总额的有力估计。此外,我们表明应计持续时间方法可以作为第二阶段纳入,以提高现有模型(如Jones(1991)和Dechow和Dichev(2002))估计的可自由支配应计利润。最后,我们讨论了应计持续时间法如何揭示会计研究中的几个正在进行的问题。
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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