• PATH Solver

  • Referenced in 149 articles [sw06242]
  • requiring PATH to solve a mixed complementarity problem. To overcome the necessity of maintaining...
  • MCPLIB

  • Referenced in 79 articles [sw07894]
  • MCPLIB: A Collection of Nonlinear Mixed Complementarity Problems. The origins and some motivational details ... collection of nonlinear mixed complementarity problems are given. This collection serves two purposes. Firstly ... available and new algorithms for mixed complementarity problems. Function and Jacobian evaluations for the resulting ... thorough testing of algorithms on practical complementarity problems possible. Secondly, it gives examples...
  • KNITRO

  • Referenced in 109 articles [sw00490]
  • also effective for nonlinear regression, problems with complementarity constraints (MPCCs or MPECs), and mixed-integer ... programming (MIPs), particular convex mixed integer, nonlinear problems (MINLP). KNITRO is highly regarded...
  • QPCOMP

  • Referenced in 31 articles [sw00757]
  • robust algorithm for solving mixed nonlinear complementarity problems that has fast local convergence behavior. Based ... continuously differentiable, pseudo-monotone mixed nonlinear complementarity problem. QPCOMP also extends the NE/SQP method ... nonlinear complementarity problem to the more general mixed nonlinear complementarity problem. Computational results are provided...
  • SCCP

  • Referenced in 52 articles [sw03318]
  • well known that the symmetric cone complementarity problem (SCCP) is a broad class of optimization...
  • iOptimize

  • Referenced in 2 articles [sw20377]
  • Solution of monotone complementarity and general convex programming problems using a modified potential reduction interior ... modified potential function for the monotone complementarity problem. We show that this potential function...
  • Complementarity

  • Referenced in 1 article [sw20364]
  • provides a modeling interface for mixed complementarity problems (MCP) and math programs with equilibrium problems...
  • pathampl

  • Referenced in 1 article [sw05080]
  • formulating nonlinear variational inequalities as mixed complementarity problems within modeling languages such as GAMS...
  • DEGEN

  • Referenced in 1 article [sw07626]
  • optimization problems with degenerate constraints, including problems with complementarity constraints We consider global convergence properties ... problems with degenerate constraints, with a special emphasis on mathematical programs with complementarity constraints (MPCC ... show convergence to stationary points of the problem under an error bound condition...
  • CQP

  • Referenced in 3 articles [sw07402]
  • degenerate problems, where degeneracy is understood to mean the failure of strict complementarity...
  • Ferris

  • Referenced in 1 article [sw05079]
  • algorithmic and interface development for large scale problems in mathematical programming, including links ... several applications of both optimization and complementarity, including cancer treatment plan development, radiation therapy, video...
  • FPC

  • Referenced in 1 article [sw20468]
  • convergence can be achieved under mild conditions. Problems in the form of (1) are often ... Hessian is full rank, or a strict complementarity condition holds. In order to obtain good...
  • ADOL-C

  • Referenced in 173 articles [sw00019]
  • ADOL-C: Automatic Differentiation of C/C++ We present...
  • BARON

  • Referenced in 215 articles [sw00066]
  • BARON is a computational system for solving nonconvex...
  • BPMPD

  • Referenced in 36 articles [sw00088]
  • BPMPD is a state-of-the-art implementation...
  • CSDP

  • Referenced in 156 articles [sw00169]
  • CSDP, A C Library for Semidefinite Programming. This...
  • C-XSC 2.0

  • Referenced in 112 articles [sw00182]
  • A C++ class library for extended scientific computing...
  • LANCELOT

  • Referenced in 247 articles [sw00500]
  • LANCELOT. A Fortran package for large-scale nonlinear...
  • LAPACK

  • Referenced in 1222 articles [sw00503]
  • LAPACK is written in Fortran 90 and provides...