ACCPM

ACCPM is a package for solving large scale convex optimization problems. The code is an implementation of the cutting plane method. Instead of solving every relaxed master problem to optimality (as is the case in classical decomposition approaches), ACCPM looks for an analytic center of the current localization set. The projective algorithm is successfully applied for this purpose.


References in zbMATH (referenced in 56 articles )

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  1. Antoniuk, Kostiantyn; Franc, Vojtěch; Hlaváč, Václav: V-shaped interval insensitive loss for ordinal classification (2016)
  2. Clautiaux, François; Alves, Cláudio; Valério de Carvalho, José; Rietz, Jürgen: New stabilization procedures for the cutting stock problem (2011)
  3. Moungla, Nora Touati; Létocart, L.; Nagih, A.: Solutions diversification in a column generation algorithm (2010)
  4. Mutapcic, Almir; Boyd, Stephen: Cutting-set methods for robust convex optimization with pessimizing oracles (2009)
  5. Peng, Yehui; Feng, Heying; Li, Qiyong: A filter-variable-metric method for nonsmooth convex constrained optimization (2009)
  6. Bravo, J.M.; Alamo, T.; Redondo, M.J.; Camacho, E.F.: An algorithm for bounded-error identification of nonlinear systems based on DC functions (2008)
  7. Shida, Masayuki: An interior-point smoothing technique for Lagrangian relaxation in large-scale convex programming (2008)
  8. Wallin, Ragnar; Kao, Chung-Yao; Hansson, Anders: A cutting plane method for solving KYP-SDPs (2008)
  9. Ben-Ameur, Walid; Neto, José: Acceleration of cutting-plane and column generation algorithms: applications to network design (2007)
  10. Grant, Michael; Boyd, Stephen; Ye, Yinyu: Disciplined convex programming (2006)
  11. Peng, Yehui; Liu, Zhenhai: A variable metric method for nonsmooth convex constrained optimization (2006)
  12. Tran Van Hoai; Reinelt, Gerhard; Bock, Hans Georg: BoxStep methods for crew pairing problems (2006)
  13. Klose, Andreas; Drexl, Andreas: Lower bounds for the capacitated facility location problem based on column generation (2005)
  14. Krishnan, Kartik; Terlaky, Tamás: Interior point and semidefinite approaches in combinatorial optimization (2005)
  15. Mitchell, J.E.; Ramaswamy, S.: Using selective orthonormalization to update the analytic center after addition of multiple cuts (2005)
  16. Tran Van Hoai: Solving large scale crew pairing problems. (2005)
  17. Ding, Xiaoying; Wang, Xifan; Song, Y.H.: Interior point cutting plane method for optimal power flow (2004)
  18. Gonzaga, Clovis C.; Cardia, Marli: Properties of the central points in linear programming problems (2004)
  19. Kao, Chung-Yao; Megretski, Alexandre; Jönsson, Ulf: Specialized fast algorithms for IQC feasibility and optimization problems. (2004)
  20. Mitchell, John E.: Polynomial interior point cutting plane methods (2003)

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