„Nonlinear Programming“

Suchergebnisse

740 Treffer

• Optimal control of mission design in multi-body models
  Salmani, Majid
• Multivalued Analysis and Nonlinear Programming Problems with Perturbations
  2002 Springer US
• Algorithms for solving nonlinear programming problems with noisy data
  Hintermüller, Michael 1998 Trauner
• Application of general semi-infinite Programming to Lapidary Cutting Problems
  Winterfeld, A. 2006 Fraunhofer-Institut für Techno- und Wirtschaftsmathematik, Fraunhofer (ITWM)
• Input nonlinearity compensation and chattering reduction in a mobile hydraulic forestry crane
  Vázquez, Carlos ; Aranovskiy, Stanislav ; Freidovich, Leonid B.
• Nonlinear and Adaptive Suboptimal Control of Connected Vehicles: A Global Adaptive Dynamic Programming Approach
  Gao, Weinan ; Jiang, Zhong-Ping
• Nonlinear Analysis and Optimization. Mathematical Programming Study 30
  Anderson, E. J.
• Algorithms for Constrained Minimization of Smooth Nonlinear Functions: Mathematical Programming Study 16
  Junaid Zaidi, S. M.
• Reduction Methods in Nonlinear Programming
  Walters, J. R.
• Optimization Under Constraints (Theory and Applications of Nonlinear Programming)
  Mitra, G.
• Nonlinear Programming — Theory and Algorithms
  Ovuworie, Godwin C.
• Improving demand forecasting accuracy using nonlinear programming software
  Bermúdez, J D. ; Segura, J V. ; Vercher, E.
• Inclusion of nonlinear demand–supply relationships within large-scale partial equilibrium linear programming models
  Rehman, T. ; Yates, C M.
• Nonlinear Programming
  Haley, K. B.
• Nonlinear Programming
  Haley, K. B.
• Optimally Locating Facilities with Variable Characteristics – A Study on Different Facility Location Problems
  Küçükaydın, Hande ; Altinel, I. Kuban ; Aras, Necati 2012 LAP LAMBERT Academic Publishing
• Nonlinear and Dynamic Programming
  Coaker, P. B.
• Nonlinear Programming: Theory and Algorithms (2nd Edition)
  Rosales-Macedo, Hector A.
• Nonlinear and Dynamic Programming – An Introduction
  1975 Springer Vienna
• Some Duality Results for Fuzzy Nonlinear Programming Problem
  Panda, G. ; Jaiswal, S.