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Global optimization of nonconvex NLPs and MINLPs with applications in process design
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A cutting plane method for solving linear generalized disjunctive programming problems
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to appear
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Sawaya, N.W. and I.E. Grossmann. (2005). "A Cutting Plane Method for Solving Linear Generalized Disjunctive Programming Problems." Computers Chem. Engng (to appear).
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Computational implementation of non-linear convex hull reformulation
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Submitted for publication
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Sawaya, N.W. and I.E. Grossmann. (2005). "Computational Implementation of Non-Linear Convex Hull Reformulation." Submitted for publication Computers Chem. Engng.
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A hierarchy of relaxations between the continuous and convex hull representations for zero-one programming problems
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Global optimization of nonconvex NLPs and MINLPs with applications in process design
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A branch-and-cut method for 0-1 mixed convex programming
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Logic-based MINLP algorithms for the optimal synthesis of process networks
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LOGMIP: A disjunctive 0-1 nonlinear optimizer for process systems models
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Vecchietti, A. and I.E. Grossmann. (1999). "LOGMIP: A Disjunctive 0-1 Nonlinear Optimizer for Process Systems Models." Computers Chem. Engng. 23, 555-565.
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158
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0025459923
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A combined penalty function and outer-approximation method for MINLP optimization
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159
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Une Methode d' optimization Nonlineare en Variables Mixtes pour la Conception de Porcedes
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An extended cutting plane method for solving convex MINLP problems."
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Westerlund, T.1
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162
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A branch and bound algorithm for problems with concave univariate, bilinear and linear fractional terms
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Zamora, J.M. and I.E. Grossmann. (1999). "A Branch and Bound Algorithm for Problems with Concave Univariate, Bilinear and Linear Fractional Terms." Journal of Global Optimization 14(3), 217-249.
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Journal of Global Optimization
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