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...

We adopt the Shapley value approach to examine the fair allocation of the depreciation and amortization 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...

We propose a simple axiomatic system that any depreciation and amortization method - complying with the recent developments in the guidelines set by GAAP and IASB - must obey. The system is consistent with both the matching and the impairment principles. We show that none of the prevalent...

Empirical evidence shows that the value of units in a building generally rises with their floor level due to features such as the better view and lesser noise experienced in higher stories. We adopt a theoretical approach for examining the value of units in different floors based on the...

We propose a partial ordering of quot;unpredictable mobilityquot; based on Blackwell's ordering of Markov (information) matrices. This partial ordering ranks mobility matrices according to the degree to which elements in a given set are likely to transit from one state to another, independently...

We analyze the optimal voting rule for co-owners whose future debates are resolved by voting. Each co-owner independently forms an ex ante expectation regarding the likelihood of each member to favor any arbitrary future proposal. We examine the conditions under which a co-owner optimally opts...