Treffer 1 - 20
von 21.888
Bi-level convex optimization speed planning algorithm for pure electric buses under multi-factor urban road conditions.
Li, Chenyang ; Lin, Qiang ; Chen, Longxiang ; et al.
International Journal of Green Energy. 2025, Vol. 22 Issue 13, p2813-2825. 13p.
Task Unloading and Resource Allocation in a Centralised Control System
Wang, Xunting ; Xie, Cheng ; Xia, Lingzhi ; et al.
2025 International Conference on New Power System Technology (PowerCon) Power System Technology (PowerCon), 2025 International Conference on New. :1-6 Sep, 2025
NONLINEAR PROGRAMMING METHOD FOR DYNAMIC PROGRAMMING
Cai, Y. ; Judd, K.L. ; Lontzek, T.S. ; et al.
NBER WORKING PAPER SERIES. (19034)
Dynamic filled algorithm for global optimization of nonlinear programming
Wenwen Ma ; Jie Song ; Wei Wang
2010 International Conference on Information, Networking and Automation (ICINA) Information Networking and Automation (ICINA), 2010 International Conference on. 1:V1-23-V1-27 Oct, 2010
A three-stage optimization method for dynamic optimal power flow
Bai, Yang ; Zhong, Haiwang ; Xia, Qing ; et al.
2014 International Conference on Power System Technology Power System Technology (POWERCON), 2014 International Conference on. :151-157 Oct, 2014
Finite‐Difference Methods for Continuous‐Time Dynamic Programming
Candler, Graham V., author
Computational Methods for the Study of Dynamic Economies, 2001, ill.
A new SQP approach for nonlinear complementarity problems.
Lai, Ming-Yong ; Nie, Pu-Yan ; Zhang, Pei-Ai ; et al.
International Journal of Computer Mathematics. Jul2009, Vol. 86 Issue 7, p1222-1230. 9p. 3 Charts.
Application of He's homotopy perturbation method to linear programming problems.
Mehrabinezhad, M. ; Saberi-Nadjafi, J.
International Journal of Computer Mathematics. Jan2011, Vol. 88 Issue 2, p341-347. 7p.
Nonlinear Programming Method for Dynamic Programming
Cai, Yongyang ; Judd, Kenneth L. ; Lontzek, Thomas ; et al.
2013
Nonlinear programming method for dynamic programming
Cai, Yongyang ; Judd, Kenneth L. ; Lontzek, Thomas ; et al.
2013
Newton's method, bellman recursion and differential dynamic programming for unconstrained nonlinear dynamic games
Di, Bolei ; Lamperski, Andrew
Dynamic games and applications : Boston, vol 12, issue 2, pg. 394-442. 06/2022
A dynamic convexized method for nonconvex mixed integer nonlinear programming
Zhu, Wenxing ; Lin, Geng
Computers & operations research : Oxford [u.a.], vol 38, issue 12, pg. 1792-1804. 12/2011
Dynamic updates of the barrier parameter in primal-dual methods for nonlinear programming
Armand, Paul ; Benoist, Joe͏̈l ; Orban, Dominique
Computational optimization and applications : Norvell, Mass., vol 41, issue 1, pg. 1-25. 09/2008
Discrete dynamic convexized method for nonlinearly constrained nonlinear integer programming
Zhu, Wenxing ; Ali, M. Masoom
Computers & operations research : Oxford [u.a.], vol 36, issue 10, pg. 2723-2728. 2009
Hybrid Immune Genetic Method for Dynamic Reactive Power Optimization
Fang Liu ; Chung, C.Y. ; Wong, K.P. ; et al.
2006 International Conference on Power System Technology Power System Technology, 2006. PowerCon 2006. International Conference on. :1-6 Oct, 2006
Linear Unidimensional Scaling in the L[sub2}-Norm: Basic Optimization Methods Using MATLAB.
Hubert, L.J. ; Arabie, P. ; Meulman, J.J.
Journal of Classification. 2002, Vol. 19 Issue 2, p303. 26p. 2 Charts.
A convex programming with nested constraints on the amount of resources.
Hohzaki, Ryusuke
International Journal of Computer Mathematics. Oct2006, Vol. 83 Issue 10, p703-721. 19p. 2 Charts.
A review of applications of animal‐inspired evolutionary algorithms in reservoir operation modelling.
Jahandideh‐Tehrani, Mahsa ; Bozorg‐Haddad, Omid ; Loáiciga, Hugo A.
Water & Environment Journal. May2021, Vol. 35 Issue 2, p628-646. 19p.