References in zbMATH (referenced in 14 articles )

Showing results 1 to 14 of 14.
Sorted by year (citations)

  1. Peretz, Yossi (Joseph): A randomized approximation algorithm for the minimal-norm static-output-feedback problem (2016)
  2. Khlebnikov, M.V.; Shcherbakov, P.S.; Chestnov, V.N.: Linear-quadratic regulator. I: A new solution (2015)
  3. Chamanbaz, Mohammadreza; Dabbene, Fabrizio; Tempo, Roberto; Venkataramanan, Venkatakrishnan; Wang, Qing-Guo: A statistical learning theory approach for uncertain linear and bilinear matrix inequalities (2014)
  4. Mostafa, El-Sayed M.E.: A nonlinear conjugate gradient method for a special class of matrix optimization problems (2014)
  5. Mostafa, El-Sayed M.E.; Tawhid, Mohamed A.; Elwan, Eman R.: Inexact Newton and quasi-Newton methods for the output feedback pole assignment problem (2014)
  6. Petersson, Daniel; Löfberg, Johan: Model reduction using a frequency-limited $\mathcal H_2$-cost (2014)
  7. Polyak, B.T.; Khlebnikov, M.V.; Shcherbakov, P.S.: Sparse feedback in linear control systems (2014)
  8. Tong, Dongbing; Zhou, Wuneng; Dai, Anding; Wang, Han; Mou, Xiaozheng; Xu, Yuhua: $H_\infty$ model reduction for the distillation column linear system (2014)
  9. Zhu, Zhi Bin; Zhu, Hua Li: A filter method for nonlinear semidefinite programming with global convergence (2014)
  10. Yang, Li; Yu, Bo: A homotopy method for nonlinear semidefinite programming (2013)
  11. Mostafa, El-Sayed M.E.: Nonlinear conjugate gradient methods for continuous-time output feedback design (2012)
  12. Li, Nian; Steiner, Joseph M.: A perturbation method for optimizing matrix stability (2011)
  13. Kočvara, Michal; Stingl, Michael: On the solution of large-scale SDP problems by the modified barrier method using iterative solvers (2007)
  14. Leibfritz, F.; Volkwein, S.: Reduced order output feedback control design for PDE systems using proper orthogonal decomposition and nonlinear semidefinite programming (2006)