Titlebook: Algorithms and Model Formulations in Mathematical Programming; Stein W. Wallace Conference proceedings 1989 Springer-Verlag Berlin Heidelb

COMA

A Dynamic Approach to Oligopolistic Market Equilibriumollow a certain dynamical system all the way to its steady state which happens to be a non-cooperative equilibrium. The dynamics arise quite naturally as follows: Let each producer continuously adjust his planned production, if desired, as a response to the current aggregate supply. In doing so he i

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https://doi.org/10.1007/978-3-476-03431-1sulting model has a very large number of constraints and variables. Inclusion of the setup costs (or setup times), because of the introduced nonconvexity, makes the solution of the mathematical program infeasible from practical and computational viewpoint for short term planning purposes. . large scale linear program.

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Analogy

Finite-Dimensional Variational and Quasivariational Inequalities: Algorithmic Developments and Applioblems and their relationships with variational inequality solution are presented along with some results on the stability and sensitivity of these solutions. Finally, the theory and empirical validation of a . simplicial decomposition algorithm for large-scale, linearly-constrained variational inequalities will be described.

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Minatory

0258-1248 te in Bergen, Norway, from June 15 to June 19, 1987. The ARW was organized on behalf of the Committee on Algorithms (COAL) of the Mathematical Programming Society (MPS). Co-directors were Jan Telgen (Van Dien+Co Organisatie, Utrecht, The Netherlands) and Roger J-B Wets (The University of California

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