1] Carpentier, J.,“Contribution to the economic dispatch problem.” Bulletin de la Societe Francoise des Electriciens, 1962. 3(8): pp. 431-447.
[2] Frank, S., I. Steponavice, and S. Rebennack,“Optimal power flow: a bibliographic survey I.” Energy Systems, 2012. 3(3): pp. 221-258.
[3] Mukherjee, S.K., A. Recio, and C. Douligeris,“Optimal power flow by linear programming based optimization”. in Southeastcon'92, Proceedings., IEEE. 1992. IEEE.
[4] Lobato, E., et al.,“An LP-based optimal power flow for transmission losses and generator reactive margins minimization”. in Power Tech Proceedings, 2001 IEEE Porto. 2001. IEEE.
[5] Chung, T. and G. Shaoyun,“A recursive LP-based approach for optimal capacitor allocation with cost-benefit consideration.” Electric Power Systems Research, 1996. 39(2): pp. 129-136.
[6] Peschon, J., D.W. Bree, and L.P. Hajdu,“Optimal power-flow solutions for power system planning.” Proceedings of the IEEE, 1972. 60(1): pp. 64-70.
[7] Alsac, O. and B. Stott,“Optimal load flow with steady-state security.” IEEE transactions on power apparatus and systems, 1974. 93(3): pp. 745-751.
[8] Reid, G.F. and L. Hasdorff,“Economic dispatch using quadratic programming.” IEEE Transactions on Power Apparatus and Systems, 1973. 92(6): pp. 2015-2023.
[9] Momoh, J.A.,“A generalized quadratic-based model for optimal power flow”. in Systems, Man and Cybernetics, 1989. Conference Proceedings., IEEE International Conference on. 1989. IEEE.
[10] Grudinin, N.,“Reactive power optimization using successive quadratic programming method.” IEEE Transactions on Power Systems, 1998. 13(4): pp. 1219-1225.
[11] Zhu, J. and J.A. Momoh,“Multi-area power systems economic dispatch using nonlinear convex network flow programming.” Electric Power Systems Research, 2001. 59(1): pp. 13-20.
[12] Pudjianto, D., S. Ahmed, and G. Strbac,“Allocation of VAR support using LP and NLP based optimal power flows.” IEE Proceedings-Generation, Transmission and Distribution, 2002. 149(4): pp. 377-383.
[13] Habibollahzadeh, H., G.-X. Luo, and A. Semlyen,“Hydrothermal optimal power flow based on a combined linear and nonlinear programming methodology.” IEEE Transactions on Power Systems, 1989. 4(2): pp. 530-537.
[14] Torres, G.L. and V.H. Quintana,“An interior-point method for nonlinear optimal power flow using voltage rectangular coordinates.” IEEE Transactions on Power Systems, 1998. 13(4): pp. 1211-1218.
[15] Granville, S.,“Optimal reactive dispatch through interior point methods.” IEEE Transactions on power systems, 1994. 9(1): pp. 136-146.
[16] Castronuovo, E.D., J.M. Campagnolo, and R. Salgado,“New versions of interior point methods applied to the optimal power flow problem.” Optmization [Online] Digest, 2001.
[17] AlRashidi, M. and M. El-Hawary,“Hybrid particle swarm optimization approach for solving the discrete OPF problem considering the valve loading effects.” IEEE transactions on power systems, 2007. 22(4): pp. 2030-2038.
[18] Younes, M., M. Rahli, and L. Abdelhakem-Koridak,“Optimal Power Flow Based on Hybrid Genetic Algorithm.” Journal of Information Science & Engineering, 2007. 23(6): pp.1801-1816.
[19] Kumari, M.S. and S. Maheswarapu,“Enhanced genetic algorithm based computation technique for multi-objective optimal power flow solution.” International Journal of Electrical Power & Energy Systems, 2010. 32(6): pp. 736-742.
[20] Chen, P.-H. and H.-C. Chang,“Large-scale economic dispatch by genetic algorithm.” IEEE transactions on power systems, 1995. 10(4): pp. 1919-1926.
[21] Bakirtzis, A., V. Petridis, and S. Kazarlis,“Genetic algorithm solution to the economic dispatch problem.” IEE proceedings-generation, transmission and distribution, 1994. 141(4): pp. 377-382.
[22] Yoshida, H., et al.,“A particle swarm optimization for reactive power and voltage control considering voltage security assessment.” IEEE Transactions on power systems, 2000. 15(4): pp. 1232-1239.
[23] Kumar, S. and D. Chaturvedi,“Optimal power flow solution using fuzzy evolutionary and swarm optimization.” International Journal of Electrical Power & Energy Systems, 2013. 47: pp. 416-423.
[24] Khaled, U., A.M. Eltamaly, and A. Beroual,“Optimal Power Flow Using Particle Swarm Optimization of Renewable Hybrid Distributed Generation.” Energies, 2017. 10(7): pp. 1013-1019.
[25] Attous, D.B. and Y. Labbi,“Particle swarm optimization based optimal power flow for units with non-smooth fuel cost functions”. in Electrical and Electronics Engineering, 2009. ELECO 2009. International Conference on. 2009. IEEE.
[26] Abido, M.,“Optimal power flow using particle swarm optimization.” International Journal of Electrical Power & Energy Systems, 2002. 24(7): pp. 563-571.
[27] Nakawiro, W. and I. Erlich,“A combined GA-ANN strategy for solving optimal power flow with voltage security constraint”. in Power and Energy Engineering Conference, 2009. APPEEC 2009. Asia-Pacific. 2009. IEEE.
[28] Syai’in, M., A. Soeprijanto, and E.M. Yuniarno,“New algorithm for neural network optimal power flow (nn-opf) including generator capability curve constraint and statistic-fuzzy load clustering.” International Journal of Computer Applications, 2011. 36(7): pp. 1-8.
[29] Sumpavakup, C., I. Srikun, and S. Chusanapiputt,“A solution to the optimal power flow using artificial bee colony algorithm”. in Power System Technology (POWERCON), 2010 International Conference on. 2010. IEEE.
[30] Khorsandi, A., S. Hosseinian, and A. Ghazanfari,“Modified artificial bee colony algorithm based on fuzzy multi-objective technique for optimal power flow problem.” Electric Power Systems Research, 2013. 95: pp. 206-213.
[31] Afandi, A.N. and H. Miyauchi,“Improved artificial bee colony algorithm considering harvest season for computing economic dispatch on power system.” IEEJ Transactions on Electrical and Electronic Engineering, 2014. 9(3): pp. 251-257.
[32]. dos Santos Coelho, L. and V.C. Mariani,“Improved differential evolution algorithms for handling economic dispatch optimization with generator constraints.” Energy conversion and management, 2007. 48(5): pp. 1631-1639.
[33] Abido, M. and N. Al-Ali,“Multi-objective optimal power flow using differential evolution.” Arabian Journal for Science and Engineering, 2012. 37(4): pp. 991-1005.
[34] Amjady, N. and M.R. Ansari,“Non‐convex security constrained optimal power flow by a new solution method composed of Benders decomposition and special ordered sets.” International Transactions on Electrical Energy Systems, 2014. 24(6): pp. 842-857.
[35] Abdi, H., S.D. Beigvand, and M. La Scala,“A review of optimal power flow studies applied to smart grids and microgrids.” Renewable and Sustainable Energy Reviews, 2017. 71: pp.742-766.
[36] Marini, F. and B. Walczak,“Particle swarm optimization (PSO). A tutorial.” Chemometrics and Intelligent Laboratory Systems, 2015. 149: pp. 153-165.
[37] Todorovski, M. and D. Rajicic,“An initialization procedure in solving optimal power flow by genetic algorithm.” IEEE transactions on power systems, 2006. 21(2): pp. 480-487.