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Titlebook: Extremal Methods and Systems Analysis; An International Sym Anthony V. Fiacco,Kenneth O. Kortanek Conference proceedings 1980 Springer-Verl

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The Need for Dynamic Extensions of General-Equilibrium Methods value in the study of public-policy problems such as taxation, savings and capital-funding, international balances of payments, liquidity and inflation, and the funding of retirement programs. A three-pronged development program in economic theory, mathematical formulations, and computational algorithms is proposed.
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Designing Investment Strategies for Fixed-Income Portfoliosnd interest rate scenarios. Portfolio trading prior to the horizon is also allowed. Risk analysis is introduced on the variability of the rate of return. Significantly the model combines a mean-variance approach in linear programming format. The use of the model for income planning and evaluating alternative trading strategies is discussed.
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A Network Augmenting Path Basis Algorithm for Transshipment Problemse bases that are capable of leading to an optimal solution. With consideration restricted to these bases, fewer alternative representations of a given extreme point are inspected. The impact on the number of degenerate pivots and problem solution times is demonstrated by computational testing and comparison with other approaches.
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Multi-Page Format Economic Systemslras system itself can be written on the multi-page format..Some standard models of the economic system are rewritten on the multi-page format. The reformulation invites some extension of the classical models in that the presence of entire sets of linear constraints can be handled in a routine fashion.
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0075-8442 and Systems Ana~ysis on the Occasion of Professor A. Charnes‘ 60th Birthday, at the University of Texas in Austin, 13-15 September 1977. As coeditors, we have followed the normal editorial procedures of scholarly journals. We have obtained invaluable assistance from a number of colleagues who essen
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https://doi.org/10.1007/978-3-663-08575-1rship of the Illinois Clay Manufacturers Association and the following spring began his undergraduate studies with D. G. Bourgin in partial differential equations, calculus of variations, fixed point theory and functional analysis. He studied algebra with Reinhold Baer.
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