MERL - Mitsubishi Electric Research Laboratories

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Carlos J. Nohra

Carlos J. Nohra
  • Email: nohra[at]merl[dot]com
  • Position:
    Research / Technical Staff

    Visiting Research Scientist
  • Education:
    Ph.D., Carnegie Mellon University, 2020
  • Research Area:
  • External Links:
Carlos' Quick Links

  • Biography

    Carlos' research focuses on the development of algorithms and software for mixed-integer nonlinear programs, with applications in electric power grids and heat exchanger design.

  • MERL Publications

    •  Nohra, C.J., Raghunathan, A., Sahinidis, N.V., "SDP-quality bounds via convex quadratic relaxations for global optimization of mixed-integer quadratic programs", arXiv, June 2021.
      BibTeX arXiv
      • @article{Nohra2021jun,
      • author = {Nohra, Carlos J. and Raghunathan, Arvind and Sahinidis, Nikolaos V.},
      • title = {SDP-quality bounds via convex quadratic relaxations for global optimization of mixed-integer quadratic programs},
      • journal = {arXiv},
      • year = 2021,
      • month = jun,
      • url = {https://arxiv.org/abs/2106.13721}
      • }

  • Other Publications

    •  Carlos J. Nohra and Nikolaos V. Sahinidis, "Global optimization of nonconvex problems with convex-transformable intermediates", Journal of Global Optimization, Vol. 72, pp. 255-276, 2018.
      BibTeX
      • @Article{ns:18,
      • author = {Nohra, Carlos J. and Sahinidis, Nikolaos V.},
      • title = {Global optimization of nonconvex problems with convex-transformable intermediates},
      • journal = {Journal of Global Optimization},
      • year = 2018,
      • volume = 72,
      • pages = {255--276}
      • }
    •  Yi Zhang, Nikolaos V. Sahinidis, Carlos Nohra and Rong Gang, "Global optimization of nonconvex problems with convex-transformable intermediates", Journal of Global Optimization, Vol. 72, pp. 255-276, 2018.
      BibTeX
      • @Article{zsnr:20,
      • author = {Zhang, Yi and Sahinidis, Nikolaos V. and Nohra, Carlos and Gang, Rong},
      • title = {Global optimization of nonconvex problems with convex-transformable intermediates},
      • journal = {Journal of Global Optimization},
      • year = 2018,
      • volume = 72,
      • pages = {255--276}
      • }