„optimization methods“

Suchergebnisse

9.856 Treffer

• A little theorem of the bigℳ in interior point algorithms
  Kojima, Masakazu ; Mizuno, Shinji ; Yoshise, Akiko
• An envelope-like effect of infinitely many inequality constraints on second-order necessary conditions for minimization problems
  Kawasaki, Hidefumi
• A reduction method for variational inequalities
  Robinson, Stephen M.
• Solving mixed integer nonlinear programs by outer approximation
  Fletcher, Roger ; Leyffer, Sven
• Bottleneck linear programming
  Garfinkel, Robert S. ; Rao, Mendu
• A nonsmooth Newton method for variational inequalities, II: Numerical results
  Xiao, Baichun ; Harker, Patrick T.
• A relaxed version of Karmarkar's method
  Goldfarb, Donald ; Mehrotra, Sanjay
• A Lagrangian-based heuristic for large-scale set covering problems
  Ceria, Sebastián ; Nobili, Paolo ; Sassano, Antonio
• On differential stability in stochastic programming
  Shapiro, Alexander
• Optimality conditions for non-finite valued convex composite functions
  Burke, J. V. ; Poliquin, R. A.
• An active-set strategy in an interior point method for linear programming
  Tone, Kaoru
• Minimum cost multiflows in undirected networks
  Karzanov, A. V.
• Properties of balanced and perfect matrices
  Conforti, Michele ; Rao, M. R.
• Local convergence of predictor—corrector infeasible-interior-point algorithms for SDPs and SDLCPs
  Kojima, Masakazu ; Shida, Masayuki ; Shindoh, Susumu
• A nonsmooth Newton method for variational inequalities, I: Theory
  Xiao, Baichun ; Harker, Patrick T.
• Structural properties and decomposition of linear balanced matrices
  Conforti, Michele ; Rao, M. R.
• Computing Karmarkar projections quickly
  Shanno, David F.
• Trust region affine scaling algorithms for linearly constrained convex and concave programs
  Monteiro, Renato D. C. ; Wang, Yanhui
• A quadratically convergent O( $$\sqrt n $$ L)-iteration algorithm for linear programming
  Ye, Y. ; Güler, O. ; Tapia, R. A. ; Zhang, Y.
• An example of stability for the minima of a sequence of dc functions: Homogenization for a class of nonlinear Sturm-Liouville problems
  Azé, D.