SeDuMi is a Matlab toolbox for solving optimization problems over symmetric cones, i.e. it allows not only for linear constraints, but also quasiconvex-quadratic constraints and positive semi-definiteness constraints. Complex valued entries are allowed. Features include symbolic and numerical reordering schemes, balancing speed/accuracy performance and sophisticated dense column handling, using the Goldfarb-Scheinberg product form idea.

References in zbMATH (referenced in 1272 articles , 2 standard articles )

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  1. Calafiore, Giuseppe C.; Novara, Carlo; Possieri, Corrado: Control analysis and design via randomised coordinate polynomial minimisation (2022)
  2. Dai, Tianyu; Sznaier, Mario: A convex optimization approach to synthesizing state feedback data-driven controllers for switched linear systems (2022)
  3. Kanno, Yoshihiro: Structural reliability under uncertainty in moments: distributionally-robust reliability-based design optimization (2022)
  4. Li, Li; Yan, Xihong; Zhang, Xinzhen: An SDP relaxation method for Perron pairs of a nonnegative tensor (2022)
  5. Lin, Yiding; Wang, Xiang; Zhang, Lei-Hong: Solving symmetric and positive definite second-order cone linear complementarity problem by a rational Krylov subspace method (2022)
  6. Pereira, Renan L.; de Oliveira, Matheus S.: Mixed-sensitivity (\mathcalL_2) controller synthesis for discrete-time LPV/LFR systems (2022)
  7. Touil, Imene; Chikouche, Wided: Novel kernel function with a hyperbolic barrier term to primal-dual interior point algorithm for SDP problems (2022)
  8. Zhang, Dongdong; Pan, Shaohua; Bi, Shujun: A proximal dual semismooth Newton method for zero-norm penalized quantile regression estimator (2022)
  9. Zhang, Yaling; Liu, Hongwei: A Barzilai and Borwein regularization feasible direction algorithm for convex nonlinear SOC programming with linear constraints (2022)
  10. Aguiar, Charles; Leite, Daniel; Pereira, Daniel; Andonovski, Goran; Škrjanc, Igor: Nonlinear modeling and robust LMI fuzzy control of overhead crane systems (2021)
  11. Agulhari, C. M.; Peres, P. L. D.: Computing stabilising output-feedback gains for continuous-time linear time-varying systems through discrete-time periodic models (2021)
  12. Arabi, Habib; Bagheri, Ahmad; Zarepour, Gholam Reza: Response suppression of FGM plate using piezoelectric layers under parametric uncertainty conditions with Markovian jump approach (2021)
  13. Baár, Tamás; Luspay, Tamás: Decoupling through input-output blending (2021)
  14. Briat, Corentin: Stability analysis and stabilization of LPV systems with jumps and (piecewise) differentiable parameters using continuous and sampled-data controllers (2021)
  15. Cavalcante, E. L. B.; Neto, E. Lucena: A pseudo-equilibrium finite element for limit analysis of Reissner-Mindlin plates (2021)
  16. Cen, Xiaoli; Xia, Yong; Yang, Meijia: Semidefinite relaxation for the total least squares problem with Tikhonov-like regularization (2021)
  17. Cheng, Lulu; Zhang, Xinzhen; Ni, Guyan: A semidefinite relaxation method for second-order cone tensor eigenvalue complementarity problems (2021)
  18. Cheng, Sheng; Martins, Nuno C.: An optimality gap test for a semidefinite relaxation of a quadratic program with two quadratic constraints (2021)
  19. Cunis, Torbjørn; Kolmanovsky, Ilya: Viability, viscosity, and storage functions in model-predictive control with terminal constraints (2021)
  20. de Oliveira, Matheus Senna; Pereira, Renan Lima: On unknown input observers designs for discrete-time LPV systems with bounded rates of parameter variation (2021)

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