Optimization Toolbox

Optimization Toolbox Product Description: Solve linear, quadratic, integer, and nonlinear optimization problems. Optimization Toolbox™ provides functions for finding parameters that minimize or maximize objectives while satisfying constraints. The toolbox includes solvers for linear programming, mixed-integer linear programming, quadratic programming, nonlinear optimization, and nonlinear least squares. You can use these solvers to find optimal solutions to continuous and discrete problems, perform tradeoff analyses, and incorporate optimization methods into algorithms and applications.

References in zbMATH (referenced in 312 articles )

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  1. Huntul, M. J.; Abbas, Muhammad; Iqbal, Muhammad Kashif: An inverse problem for investigating the time-dependent coefficient in a higher-order equation (2022)
  2. Mehraliyev, Yashar T.; Ramazanova, Aysel T.; Huntul, M. J.: An inverse boundary value problem for a two-dimensional pseudo-parabolic equation of third order (2022)
  3. Wang, Yanbing; Monache, Maria Laura Delle; Work, Daniel B.: Identifiability of car-following dynamics (2022)
  4. Alosaimi, M.; Lesnic, D.; Niesen, J.: Determination of the thermo-physical properties of multi-layered biological tissues (2021)
  5. Anup Teejo Mathew, Ikhlas Ben Hmida, Costanza Armanini, Frederic Boyer, Federico Renda: SoRoSim: a MATLAB Toolbox for Soft Robotics Based on the Geometric Variable-strain Approach (2021) arXiv
  6. Battistoni, Francesco: A conjectural improvement for inequalities related to regulators of number fields (2021)
  7. Bensoussan, A.; Brouste, A.; Cartiaux, F. B.; Mathey, C.; Mertz, L.: Mathematical formulation of a dynamical system with dry friction subjected to external forces (2021)
  8. Chaiyakan, Songkomkrit; Thipwiwatpotjana, Phantipa: Bounds on mean absolute deviation portfolios under interval-valued expected future asset returns (2021)
  9. di Gaeta, Alessandro; Hoyos Velasco, Carlos Ildefonso; Giglio, Veniero: Modelling of an electro-hydraulic variable valve actuator for camless engines aimed at controlling valve lift parameters (2021)
  10. Gaiewski, Michael J.; Drewell, Robert A.; Dresch, Jacqueline M.: Fitting thermodynamic-based models: incorporating parameter sensitivity improves the performance of an evolutionary algorithm (2021)
  11. Haslinger, Jaroslav; Blaheta, Radim; Mäkinen, Raino A. E.: Parameter identification for heterogeneous materials by optimal control approach with flux cost functionals (2021)
  12. Huntul, M. J.: Determination of a time-dependent potential in the higher-order pseudo-hyperbolic problem (2021)
  13. Huntul, M. J.: Identification of the timewise thermal conductivity in a 2D heat equation from local heat flux conditions (2021)
  14. Huntul, M. J.: Space-dependent heat source determination problem with nonlocal periodic boundary conditions (2021)
  15. Huntul, M. J.; Dhiman, Neeraj; Tamsir, Mohammad: Reconstructing an unknown potential term in the third-order pseudo-parabolic problem (2021)
  16. Levy, Benjamin; Windoloski, Kristen; Ludlam, John: Matrix and agent-based modeling of threats to a diamond-backed Terrapin population (2021)
  17. Li, Pingke: Solving the sensor cover energy problem via integer linear programming. (2021)
  18. Medina, Luciano: Localized optical vortex solitons in pair plasmas (2021)
  19. Pelliciari, Matteo; Tarantino, Angelo Marcello: Equilibrium and stability of anisotropic hyperelastic graphene membranes (2021)
  20. Rodriguez Messan, Marisabel; Damaghi, Mehdi; Freischel, Audrey; Miao, Yan; Brown, Joel; Gillies, Robert; Wallace, Dorothy: Predicting the results of competition between two breast cancer lines grown in 3-D spheroid culture (2021)

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