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GLOBALLib Bibliography

• Abate, M, Barmish, B R, Murillo-Sanchez, C, and Tempo, R, Application of Some New Tools to Robust Stability Analysis of Spark Ignition Engines : A Case Study. IEEE Trans. Contr. Syst. Tech. 2 (1994), 22.
• ACC, Ed, Proc. ACC, Atlanta, GA, 1988.
• Ackermann, J, Kaesbauer, D, and Muench, R, Robust Gamma-Stability Analysis in a Plant Parameter Space. Automatica 27 (1991), 75.
• Adhya, N, Tawarmalani, M, and Sahinidis, N, A Lagrangian Approach to the Pooling Problem. Industrial and Engineering Chemical Research 38 (1999), 1956-1972.
• Adjiman, C S, Dallwig, S, Floudas, C A, and Neumaier, A, A Global Optimization Method, aBB, For General Twice-Differentiable NLPs - I. Theoretical Advances. Comput. Chem. Eng. 22 (1998), 1137-1158.
• Aggarwal, A, and Floudas, C A, Synthesis of General Distillation Sequences: Nonsharp Separation. Computers and Chemical Engineering 14, 6 (1990), 631-653.
• Al-Khayyal, F A, and Falk, J E, Jointly constrained biconvex programming. Mathematics of Operations Research 8 (1983), 273-286.
• Anandalingam, G, and White, D J, A Solution Method for the Linear Static Stackelberg Problem Using Penalty Functions. IEEE Trans. Auto. Contr. 35 (1990), 1170-1173.
• Anitescu, M, and Serban, R, A Sparse Superlinearly Convergent SQP with Applications to Two-Dimensional Shape Optimization. Tech. rep., Argonne National Laboratory, 1998.
• ARKI Consulting, ARKI Consulting Client Models.
• Ascher, U M, Mattheij, R M M, and Russell, R D, Numerical Solution of Boundary Value Problems for Ordinary Differential Equations. SIAM, 1995.
• Ashrafi, N, and Berman, O, Optimization models for selection of programs, considering cost and reliability. IEEE Trans. Reliab. 41 (1992), 281-287.
• Averick, B M, Carter, R G, More, J J, and Xue, G L, The MINPACK-2 Test Problem Collection. Tech. rep., Mathematics and Computer Science Division, Argonne National Laboratory, 1992.
• Avriel, M, and Williams, A C, An Extension of Geometric Programming with Applications in Engineering Optimization. Journal of Engineering Mathematics 5 (1971), 187-194.
• Bard, J F, Some Properties of the Bilevel Programming Problem. Journal of Optimization Theory and Applications 68 (1991), 371-378.
• Bard, J F, and Falk, J E, An Explicit Solution to the Multi-Level Programming Problem. Comp. Op. Res. 9 (1982), 77-100.
• Barmish, B R, New Tools for Robustness of Linear Systems. MacMillan Publishing Company, New York, NY, 1994.
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• Ben-Sadd, S, An Algorithm for a Class of Nonlinear Nonconvex Optimization Problems. PhD thesis, University of California, Los Angeles, 1989.
• Ben-Tal, A, Eiger, G, and Gershovitz, V, Global Minimization by Reducing the Duality Gap. Mathematical Programming 63 (1994), 193-212.
• Berman, O, and Ashrafi, N, Optimization Models for Reliability of Modular Software Systems. IEEE Transactions on Software Engineering 19, 11 (1993), 1119-1123.
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• Betts, J, Eldersveld, S, and Huffman, W, Sparse Nonlinear Programming Test Problems. Tech. rep., Boeing Computer Services, 1993.
• Biegler, L T, Grossmann, I E, and Westerberg, A W, Systematic Methods of Chemical Process Design. Prentice Hall, Upper Saddle River, New Jersey, 1997.
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• Blitzer, C, Meeraus, A, and Stoutjesdijk, A J, A Dynamic model of OPEC Trade and Production. Journal of Development Economics, 2 (1975), 318-335.
• Borland, Eureka: The Solver, Borland International, Scotts Valley, California, 1987.
• Box, G E P, Hunter, W G, MacGregor, J F, and Erjavec, J, Some Problems Associated with the Analysis of Multiresponse Data. Technometrics 15 (1973), 33-51.
• Bracken, J, and McCormick, G P, Selected Applications of Nonlinear Programming. John Wiley and Sons, New York, 1968.
• Brooke, A, Kendrick, D, and Meeraus, A, GAMS: A User's Guide. The Scientific Press, Redwood City, California, 1988.
• Brooke, A, Drud, A S, and Meeraus, A, Modeling Systems and Nonlinear Programming in a Research Environment. In Ragavan, R, and Rohde, S M, Eds, Computers in Engineering, Vol. III. ACME, 1985.
• Bryson, A E, Dynamic Optimization. Addison Wesley, 1999.
• Bryson, A E, and Ho, Y, Applied Optimal Control: Optimization, Estimation, and Control. John Wiley and Sons, 1975.
• Bulirsch, R, Ed, Optimal Control. Birkhauser Verlag, 1993.
• Bullard, L G, and Biegler, L T, Iterative Linear-Programming Strategies for Constrained Simulation. Comput. Chem. Eng. 15 (1991), 239-254.
• Candler, W, and Townsley, R, A Linear Two-Level Programming Problem. Comp. Op. Res. 9 (1982), 59-76.
• Carlson, R C, and Nemhauser, G L, Scheduling to Minimize Interaction Cost. Operations Research 14 (1966), 52-58.
• Castillo, J, and Grossmann, I E, Computation of Phase and Chemical Equilibria. Comput. Chem. Eng. 5 (1981), 99.
• Cesari, L, Optimization - Theory and Applications. Springer Verlag, 1983.
• Chenery, H B, and Raduchel, W J, Substitution and Structural Change. In Chenery, H B, Ed, Structural Change and Development Policy. Oxford University Press, New York and Oxford, 1979.
• Clark, P A, and Westerberg, A W, Bilevel Programming for Steady-State Chemical Process Design-i. Fundamentals and Algorithms. Comput. Chem. Eng. 14 (1990), 87.
• Clark, P A, and Westerberg, A W, A Note on the Optimality Conditions for the Bilevel Programming Problem. Naval Research Logistics 35 (1988), 413-418.
• Coello Coello, C A, Treating Constraints as Objectives for Single-Objective Evolutionary Optimization. Engineering Optimization 32 (2000), 275-308.
• Condon, T, Dahl, H, and Devarajan, S, Implementing a Computable General equilibrium Model on GAMS - The Cameroon Model. Tech. rep., The World Bank, 1987.
• Csendes, T, and Ratz, D, Subdivision Direction Selection in Interval Methods for Global Optimization. Journal of Global Optimization 7 (1995), 183.
• Dahl, H, Meeraus, A, and Zenios, S A, Some Financial Optimization Models: Risk Management. In Zenios, S A, Ed, Financial Optimization. Cambridge University Press, New York, NY, 1993.
• de Gaston, R, and Safonov, M, Exact Calculation of the Multi-Loop Stability Margin. IEEE Trans. Automat. Contr. 33 (1988), 68.
• Deb, K, and Goyal, M, Optimizing Engineering Designs Using a Combined Genetic Search. In Back, T, Ed, Proceedings of the Seventh International Conference on Genetic Algorithms. 1997, pp. 521-528.
• Dembo, R S, A Set of Geometric Programming Test Problems and Their Solutions. Math. Prog. 10 (1976), 192-213.
• Dolan, E D, and More, J J, Benchmarking Optimization Software with COPS. Tech. rep., Mathematics and Computer Science Division, 2000.
• Drud, A, Missing bounds in models ex8_2_*.gms, Private Communications, 2004.
• Drud, A, Missing bounds and replacement of common multiplicative sub-expression exp(data-b(i)) in models ex8_2_*.gms, Private Communications, 2004.
• Drud, A S, and Rosenborg, A, Dimensioning Water Distribution Networks. Masters thesis, Institute of Mathematical Statistics and Operations Research, Technical University of Denmark, 1973. (in Danish)
• Edgar, T F, Himmelblau, D M, and Lasdon, L S, Optimization of Chemical Processes. McGraw Hill, Boston, 2001.
• Esposito, W R, and Floudas, C A, Global Optimization in Parameter Estimation of Nonlinear Algebraic Models via the Error-in-Variables Approach. Ind. Eng. Chem. Res. 35 (1998), 1841-1858.
• Esposito, W R, and Floudas, C A, Parameter Estimation of Nonlinear Algebraic Models via Global Optimization. Comput. Chem. Eng. 22 (1998), S213-S220.
• Fair, R C, Specification, Estimation, and Analysis of Macroeconomic Models. Harvard University Press, Cambridge, Mass, 1984.
• Falk, J E, and Liu, J, On Bilevel Programming, Part i: General Nonlinear Cases. Mathematical Programming 70 (1995), 47.
• Falk, J E, and Soland, R M, An algorithm for separable nonconvex programming problems. Management Science 15 (1969), 550-569.
• Falk, J E, and Polocsay, S W, Image space analysis of generalized fractional programs. Journal of Global Optimization 4 (1994), 63-88.
• Fasano, A, and Primicerio, M, Eds, Research Notes in Mathematics. Pitman, 1983.
• Ferraris, G B, and Tronconi, E, BUNLSI - a FORTRAN Program for Solution of Systems of Nonlinear Algebraic Equations. Comput. Chem. Eng. 10 (1986), 129-141.
• Floudas, C A, Pardalos, P M, Adjiman, C S, Esposito, W R, Gumus, Z H, Harding, S T, Klepeis, J L, Meyer, C A, and Schweiger, C A, Handbook of Test Problems in Local and Global Optimization. Kluwer Academic Publishers, 1999.
• Floudas, C A, and Pardalos, P M, Eds, State of the Art in Global Optimization. Kluwer Academic Publishers, 1996.
• Floudas, C A, and Ciric, A R, Eds, Proceedings of the Third International Symposium on Process Systems Engineering, 1988.
• Floudas, C A, Nonlinear and Mixed Integer Optimization: Fundamentals and Applications. Oxford University Press, 1995.
• Floudas, C A, and Pardalos P M, Eds, Recent Advances in Global Optimization. Princeton University Press, 1992.
• Floudas, C A, and Paules IV, G E, A Mixed-Integer Nonlinear Programming Formulation for the Synthesis of Heat Integrated Distillation Sequence. Computers and Chemical Engineering 12, 6 (1988), 531-546.
• Floudas, C A, and Ciric, A R, Strategies for overcoming uncertainties in heat exchanger network synthesis. Computers and Chemical Engineering 13 (1989), 1133-1152.
• Friedman, A, Free Boundary Problems in Science and Technology. Notices Amer. Math. Soc. 47 (2000), 854-861.
• GAMS Development, GAMS Development Client Models.
• GAMS Software GmbH, GAMS Software Client Models.
• Gay, D M, AMPL Models.
• Gill, P E, Murray, W, and Saunders, M A, GAMS/SNOPT: An SQP Algorithm for Large-Scale Constrained Optimization.
• Glowinski, R, Numerical Methods for Nonlinear Variational Problems. Springer Verlag, 1984.
• Goldstein, A, and Price, J, On Descent From Local Minima. Mathematics of Computation 25 (1971), 569-574.
• Graham, R L, The Largest Small Hexagon. J. Combin. Th. 18 (1975), 165-170.
• Green, K, Zhou, S, and Luks, K, The Fractal Response of Robust Solution Techniques to the Stationary Point Problem. Fluid Phase Equilibria 84 (1993), 49-78.
• Greenberg, B, Lasdon, L S, and Plummer, J, Using Global Optimization to Estimate Population Class Sizes. Tech. rep., McComb School of Business, University of Texas, Austin, TX, 2003.
• Grossmann, I E, Ed, Global Optimization in Engineering Design. Kluwer Books, 1996.
• Grossmann, I E, and Sargent, R, Optimal Design of Multipurpose Chemical Plants. Ind. Eng. Chem. Proc. Des. Dev. 18 (1979), 343.
• Harding, S T, and Floudas, C A, Global Optimization in Multiproduct and Multipurpose Batch Design Under Uncertainty. I and EC Res. 36 (1997), 1644-1664.
• Harker, P T, Alternative Models of Spatial Competition. Operations Research 34, 3 (1986), 410-425.
• Haverly, C A, Studies of the Behavior of Recursion for the Pooling Problem. ACM SIGMAP Bull 25 (1978), 19-28.
• Heidemann, R, and Mandhane, J, Some Properties of the NRTL Equation in Correcting Liquid-Liquid Equilibrium Data. Chem. Eng. Sci. 28 (1973), 1213.
• Hesse, R, A Heuristic Search Procedure for Estimating a Global Solution of Nonconvex Programming Problems. Op. Res. 21 (1973), 1267.
• Himmelblau, D M, Applied Nonlinear Programming. Mc Graw Hill, New York, 1972.
• Hock, W, and Schittkowski, K, Test Examples for Nonlinear Programming Codes, Lecture Notes in Economics and Mathematical Systems. Springer Verlag, 1981.
• Hua, J, Brennecke, J, and Stadtherr, M, Enhanced Interval Analysis for Phase Stability: Cubic Equation of State Models. I and EC res. 37 (1998), 1519-1527.
• Kalantari, B, and Rosen, J B, An algorithm for global minimization of linearly constrained convex quadratic functions. Mathematics of Operations Research 12 (1987), 544--561.
• Kearfott, R, and Novoa, M, INTBIS, A Portable Interval Newton Bisection Package. ACM Trans. Math. Soft. 16 (1990), 152-157.
• Kendrick, D, Caution and Probing in a Macroeconomic Model. Journal of Economic Dynamics and Control 4, 2 (1982).
• Kendrick, D, and Taylor, L, Numerical methods and Nonlinear Optimizing models for Economic Planning. In Chenery, H B, Ed, Studies of Development Planning. Harvard University Press, 1971.
• Kim, I, Liebman, M J, and Edgar, T F, Robust Error-in-Variables Estimation Using Nonlinear Programming Techniques. AIChE 36 (1990), 985.
• Kim, Y S, Problems in reliability, 1998. Personal Communication
• Kocis, G R, and Grossmann, I E, Global Optimization of Nonconvex MINLP Problems in Process Synthesis. Industrial and Engineering Chemical Research 27 (1988), 1407-1421.
• Konno, H, and Kuno, T, Linear multiplicative programming. Mathematical Programming 56 (1992), 51-64.
• Konno, H, Kuno, T, and Yajima, Y, Global optimization of a generalized convex multiplicative function. Journal of Global Optimization 4 (1994), 47-62.
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• Kutcher, G P, Meeraus, A, and O'Mara, G T, Agriculture Sector and Policy Models. The World Bank, 1988.
• Le-Si, V, Scandizzo, P L, and Kasnagoklu, H, Turkey Agricultural Sector Model. Tech. rep., The World Bank, 1982.
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• Liebman, J, Lasdon, L S, Schrage, L, and Waren, A D, Modeling and Optimization with GINO. The Scientific Press, Palo Alto, CA, 1986.
• Liu, Y H, and Hart, S M, Characterizing an Optimal Solution to the Linear Bilevel Programming Problem. European Journal of Operational Research 79 (1994), 164-166.
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• Manne, A S, ETA-MACRO: A Model of Energy-Economy Interactions. In Hitch, C J, Ed, Modeling Energy-Economy Interactions: Five Approaches. Resources for the Future, Washington, DC, 1977.
• Manne, A S, and Beltramo, M A, GTM: An International Gas Trade Model ,International Energy Program Report. Stanford University, 1984.
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• Manousiouthakis, V, and Sourlas, D, A Global Optimization Approach to Rationally Constrained Rational Programming. Chem. Eng. Comm. 115 (1992), 127.
• Maranas, C D, and Floudas, C A, Global Minimum Potential Energy Conformations of Small Molecules. Journal of Global Optimization 4 (1994), 135-170.
• Maranas, C D, and Floudas, C A, Global Optimization in Generalized Geometric Programming. Comput. Chem. Eng. 21 (1997), 351-370.
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• Marin, R, Points of location on a fixture, 1998. Personal Communication
• Mathematica, MathOptimizer - An Advanced Modeling and Optimization System for Mathematica Users. http://www.wolfram.com/products/applications/mathoptimizer/
• McDonald, C M, Global Optimization for the Phase and Chemical Equilibrium Problem. PhD thesis, Princeton University, 1995.
• McDonald, C M, and Floudas, C A, Global Optimization for the Phase Stability Problem. AIChE J. 41 (1995), 1798.
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• McDonald, C M, and Floudas, C A, Global Optimization and Analysis for the Gibbs Free Energy Function Using the UNIFAC, Wilson and ASOG Equations. I and EC Res. 34 (1995), 1674.
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