Titlebook: Mathematiacl Programming Essays in Honor of George B. Dantzig Part II; Richard W. Cottle Book 1985Latest edition Springer-Verlag Berlin He

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Forest iteration method for stochastic transportation problem, economic applications. In this paper we present a new algorithm to solve this problem. Instead of discretizing the distribution functions of the stochastic demands, we explore the problem’s network aspects and propose a forest iteration method to solve it. This method iterates from one base forest

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Critical path planning under uncertainty, is a linear function of the investment (up to some maximum) in that job and a random variable that is independent of the investment. It is desired to find the minimum investment required as a function of expected project completion time. The problem is solved by a cutting plane technique in which t

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ormation, highly useful for better understanding peoples’ feelings and emotions. Making sense of this huge amount of data, would provide invaluable benefits to companies, organizations and governments alike, by better understanding what the public thinks about their services and products. However, a

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J. S. Pang,R. ChandrasekaranIt involves two species, one being the host, the other the guest species which can be atoms, molecules or even solvation complexes. Intercalation reactions combining different guest species with different host materials have intensively been investigated in the last decades because of their fundamen

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R. Rouhani,L. Lasdon,W. Lebow,A. D. Warenlace while the system is undergoing interactions with its ., which generally consists of a solvent or a solid. The situation is therefore quite distinct from the case where activated barrier crossing proceeds essentially as a . over a reactive barrier. The latter situation is often modeled accuratel

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Alan J. Hoffman,Philip Wolfelace while the system is undergoing interactions with its ., which generally consists of a solvent or a solid. The situation is therefore quite distinct from the case where activated barrier crossing proceeds essentially as a . over a reactive barrier. The latter situation is often modeled accuratel

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Arthur F. Veinott many studies showed that while children master the prerequisites to compute SIs, they are not as proficient as adults in computing them (a.o., Papafragou and Musolino .; Napoleon and Bishop .). Other studies (i.e., Meroni and Gualmini .), on the other hand, showed that even four-year-old children c