DAFTAR PUSTAKA
Allgower, E.L and Georg, K. (1990).Computational Solution of Nonlinear Systems of Equations, American Mathematical Society.
Alon, N. and Tarsi M. (1992).Colorings and orientations of graph, Combinatorica, 12, 125-134.
Alon, N. (1999). Combinatorial Nullstellensatz, Combin. Prob. And Comput, 8, 7-29
Bazarra, M, Sharli H. dan Shetty, C. (1993) NonLinear Programming Theory and Algoritm, 2nd ed, Wiley, New York,
Benhard, Korte. (2006). Combinatorial Optimization, Springer-Verlag
Bernhard Kortes and Vygen J, (2002) Combinatorial Optimizations, volume 21 dari Algorithm and combinatorial Springer Verlag, Berlin edisi kedua.
Chao, C. Y. and Z.Chen. (1993).On Uniquely 3-colorable graphs, Discrete Mathe-matics, 112, 374-383.
Cottle, R.W, Pang, J.S and Stone, R.E. (1994).The Linear Complementarity Prob-lem., Academic Press, Inc. 30(9).
Cox, J. Little and Shea D. O. (1992). Ideals, Varieties and algorithms. Dicken-stein, A. and Emiris, I. (2005), Solving Polynomial Equations: Foundations, Algorithm and Application, vol. 14 of Algorithm and Comp in mathematics, Springer-Verlag Heidelberg
Dennis, J.E., Jr. and Schnabel, R.B, (1983).Numerical Methods for Unconstrained Optimization and Nonlinear Equations. Prentice Hall, Englewood Cliffs, NJ.
Dennis M and Robert W. (2005). Polyhedra related to integer-convex polynomial systems, Springer-Verlag, 2. 215-231.
Dorit S.Hochbaum and Ari Segev (1989). Analysis of a flow problem with fixed charge Network, 19(3) : 291-312.
Dantzig. G.B. (1963) Linear programming and extensions. Princeton University Press, NJ.
Fletcher R (1972). Minimizing general functions subject to linear constraints, in: F.A. Lootsma, ed. Numerical methods for nonlinear optimization (Academic Press, London and New York). pp. 279-296.
Gangadwala, J. (2005). Optimal process design for The synthesis of 2,3-dimethylbutene-1. Manuscript. Gill P.E. and Murray W.. Quasi-Newton methods for unconstrained optimization.Journal of Institute of Mathematics and its Applications 9 (1972) 91-108.
Gill P.E. and Murray W.Quasi-Newton methods for linearly constrained optimiza-tion. Report NAC 32 (1973), National Physical Laboratory, Teddington.
Hajiaghayi M.T. Mahdian M.,and .Mirrogni V.S, (2003). The Facility Location Problem with general cost function. Networks. 42(1) : (42-47).
64
Kamesmunagala (2003).Approximation Algorithm for concave cost network Prob-lem. Phd thesis, Stanford University Department of computer science.
Kojima, M. and Shindo, S. ( 1986). Extensions of Newton and Quasi Newton Methods to Systems of PC1 Equations, Journal of the Operations Research Society of Japan, 29:352-374.
Loera, J. De et al. (2006). Integer Polinomial Optimization in Fix Dimension, Mathematics of Operations Research, 31:147-153
Loera, J. De.et al. (2008). Expressing combinatorial Optimization Problem by Sys-tems of Polynomial Equation and nullstellensatz,the journal of combinatoric, Probability and computing, 20: 1-15.
Loera, J. De.et al. (2010). Computation with combinatorial Polynomial Equation and inequalities arising in Optimization, the journal of combinatorial Opti-mization, Probability and computing, 20: 1-20. Lovasz. L (1994). Stable Sets and polynomials, Discrete Mathematics,124, 137- 153
Lasserre, J.B. (2002).Polynomials nonnegative on a grid and discrete optimization. Trans. Am. Math. Soc. 354 (2), 631649
More, J.J. 1971. Global Convergence of Newton-Gauss-Seidel Methods. SIAM Journal on Numerical Analysis 8(2):325-336.
Mangasarian O.L and. Ritter K (1970).,Nonlinear programming, (Academic Press, New York, pp. 207-243.
Pang, J. S,(1990), Newtons Method for B-Differentiable Equations, Mathematics of Operations Research, 15:311-341.
Rheinboldt, W.C. 1998.Methods for Solving Systems of Nonlinear Equations, (2nd Edition). Society for Industrial an d Applied Mathematics.
Shor, N.Z. (1987).Quadratic optimization problems. Izv. Akad. Nauk SSSR Tekhn. Kibernet. (1), 128 139, 222