1. Amo (2015). Advanced Modeling and Optimization. Advanced Modeling and Optimization, 17
2. Mihai Anitescu (2005). On Using the Elastic Mode in Nonlinear Programming Approaches to Mathematical Programs with Complementarity Constraints. SIAM Journal on Optimization, 15(4), 1203-1236.
3. D Bertsekas (1991). Linear Network Optimization: Algorithms and codes. Linear Network Optimization: Algorithms and codes
4. G David,Luenberger (2003). Linear and nonlinear programming 2 nd Edition. Linear and nonlinear programming 2 nd Edition
5. J Dennis,Robert Schnabel (1996). Numerical Methods for Unconstrained Optimization and Nonlinear Equations. Numerical Methods for Unconstrained Optimization and Nonlinear Equations
6. R Fletcher (1987). Praclical methods of optimization, 2nd ed, R. Fletcher. John Wiley & ISBN 0‐471‐86187, £24.50. pp. xii + 436. Sons, Chichester, 1987. Journal of Applied Econometrics, 5(4), 407-409.
7. Roger Fletcher,Sven Leyffer (2002). Nonlinear programming without a penalty function. Mathematical Programming, 91(2), 239-269.
8. Nicholas Gould,Philippe Toint (2002). An iterative working-set method for large-scale nonconvex quadratic programming. Applied Numerical Mathematics, 43(1-2), 109-128.
9. Pardalos Horst,Thoai (1995). Introduction to global optimization. Introduction to global optimization
10. Kocava,M Stingl,Pennon (2003). A code for non-covex non-linear and semi definite programming optimization methods nonlinear and semi-definite programming optimization methods and software. A code for non-covex non-linear and semi definite programming optimization methods nonlinear and semi-definite programming optimization methods and software, 18, 317-333.
11. P Lasunon,T Remsungnen (2011). A new method for solving Tri-level Linear Programming Problems. International Journal of Pure and Applied Sciences and Technology, 7(2), 149-157.
12. Baoding Liu,Kai Yao (2014). Uncertain multilevel programming: Algorithm and Applications. Computers and Industrial Engineering
13. J Michael,Best (2017). Quadratic programming with computer programs. Quadratic programming with computer programs
14. Hans Ferreau,Christian Kirches,Andreas Potschka,Hans Bock,Moritz Diehl (2014). qpOASES: a parametric active-set algorithm for quadratic programming. Mathematical Programming Computation, 6(4), 327-363.
15. Qpschur (2005). A dual, active -set, Schur-complement method for large -scale and structured convex quadratic programming. A dual, active -set, Schur-complement method for large -scale and structured convex quadratic programming
16. Reha Tutuncu (2006). Optimization Methods in Finance. Optimization Methods in Finance
17. Stephen Nash,Ariela Sofer (1996). Linear and non -liner programming. Linear and non -liner programming
18. Adam Silber,Petr Kovář,Pavla Kabelíková–hrušková,Michal Kravčenko (2009). On Regular Distance Magic Graphs of Odd Order. Journal of Combinatorial Mathematics and Combinatorial Computing, 117, 55-64.
19. Wayne Otes (1961). Wayne E. Otes. Pastoral Psychology, 12(9), 6-6.
