On independence for non-additive measures, with a Fubini theorem

Article Abstract:

Many decision-theoretic models of uncertainty have been proposed that represent preferences by Choquet integrals with respect to capacities. A study therefore investigated whether or not there exists a sensible method of uniquely defining an independent product of non-additive set-functions. It also explored the conditions under which Fubini's theorem is valid, iterated Choquet integrals are equal and whether iterated Choquet integrals are equal to the Choquet integral with regards to the proposed product.

Economics, Research and Development in the Social Sciences and Humanities, Econometrics & Model Building, Decision-making, Models, Decision making, Usage, Econometrics, Learning models (Stochastic processes), Business models, Decision theory, Uncertainty (Information theory), Stochastic models, Independence (Mathematics)

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Output shares in bilateral agency contracts

Article Abstract:

The question of what influences the relative shares of agents in bilateral agency contracts is discussed. The situation assumes the inability to implement agent input even when the contract's provisions are considered. The analysis results in identifying the fourth root of the inverse ratio of the marginal product slope as the determining factor in the allocation of relative shares.

Research, Contracts, Negotiation, Negotiations

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