The narrow applicability of Blackwell's result that "more information" is desirable, lies in the fact in economic models once a signal is observed by all economic agents their opportunity sets may vary. We show that Blackwell's theorem does not hold when the feasible set of actions is...

While the Real Estate Investment Trusts (REITs) industry is traditionally viewed as a cash flow business, REIT investors have also relied on Funds from Operations (FFO) and net income to evaluate company performance. In this study, we compare FFO and net income by examining how well these two...

Tax planning is an area of growing interest and this paper is an attempt to contribute to the small formal literature on this topic. The paper analyzes the case of tax planning that manipulates the tax system to impose lower effective tax rates on gains than on losses, and proves that such tax...

We adopt the Shapley value approach to examine the fair allocation of the depreciation charges among the time periods of the asset's useful life. Essentially, the allocation under the Shapley value solution rewards each time period of the asset's useful life with a share of the earnings that...

A well-known theorem of Blackwell states that, when quantity of information is properly defined, every expected utility decisionmaker prefers more information to less; for more general preferences, however, the theorem is no longer true. In this article, we investigate the extent to which...

Does there exist a voting rule to be, for example, inserted into the constitution of a newly constructed apartment building, which is likely to attract the greatest number of consumers? We analyze this and other questions within a framework in which co-owners resolve future debates by voting. We...

The construction of the higher stories in a building is utterly contingent upon the construction of the lower ones, while the construction of lower stories does not require the construction of the higher ones. This rationale underlies our adoption of a cooperative game theory methodology for...

We propose a partial ordering of 'unpredictable mobility' in the spirit of Blackwell's ordering of information structures. The proposed ordering ranks mobility matrices according to the degree to which elements in a given set are likely to move from one state to another, "independently of their...