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A Binomial Approach to Selecting Optimum Working Interest: Corporate Risk and Corporate Confidence

机译:选择最佳工作兴趣的二项式方法:公司风险和公司信心

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摘要

Current methods for determining the optimum working interest (OWI) one should take in an exploration project are beholden to underlying basic utility theory. As such they suffer from the generic consequences that: the OWI is never guaranteed to be always less than unity as it must be; that the OWI does not always increase as the net present value of a project is increased as it should; and that the OWI is automatically set to zero when the expected value of the project is less than zero, despite there being an uncertainty on the expected value that could still allow a profitable outcome. As a consequence of these drawbacks, here we set up a binomial procedure for ascertaining the OWI, which method does not suffer from any of the utility-based problems. Several illustrations indicate how the binomial enhancement operates in reality. In addition, one can also compute the corporate confidence in a project using this new approach, and determine the corresponding apparent confidence of any utility-based procedure for determining OWI. This binomial procedure for determining OWI and corporate confidence is, therefore, a reasonable alternative over previously available methods.
机译:确定勘探项目中应采取的最佳工作利益(OWI)的当前方法是依赖于基础基本效用理论。这样一来,他们将遭受以下一般性后果:永远不能保证OWI始终小于必须达到的统一程度;随着项目净现值的增加,OWI并不总是增加;并且尽管项目的期望值存在不确定性,但仍可能带来可观的收益,但当项目的期望值小于零时,OWI会自动设置为零。由于这些缺点,在这里我们建立了一个确定OWI的二项式程序,该方法不存在任何基于效用的问题。一些图示说明了二项式增强实际上是如何工作的。此外,人们还可以使用这种新方法来计算项目对公司的信心,并确定任何基于公用事业的确定OWI程序的相应表观信心。因此,这种确定OWI和公司信心的二项式程序是对先前可用方法的合理替代。

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