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[1] Roman A. Polyak. Projected Gradient Method for Non-Negative Least Square. Contemporary Mathematics 636 (2015) 167-179.
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[2] Peng Zhang, Yuxiang Gao, Janet Fierson and Yuefan Deng. Eigenanalysis-based task mapping on parallel computers with cellular networks. Math. Comp. 83 (2014) 1727-1756.
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[3] Connections to other areas of mathematics. Fields Institute Monographs 27 (2010) 177-181.
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[4] Levent Tunçel. Polyhedral and Semidefinite Programming Methods in Combinatorial Optimization. Fields Institute Monographs 27 (2010) MR MR2724357.
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[5] SDP representability. Fields Institute Monographs 27 (2010) 189-202.
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[6] Lift-and-project procedures for combinatorial optimization problems. Fields Institute Monographs 27 (2010) 129-141.
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[7] An application to discrepancy theory. Fields Institute Monographs 27 (2010) 183-188.
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[8] Ellipsoid method. Fields Institute Monographs 27 (2010) 53-61.
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[9] Introduction. Fields Institute Monographs 27 (2010) 1-26.
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[10] Duality theory. Fields Institute Monographs 27 (2010) 27-51.
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[11] Approximation algorithms based on SDP. Fields Institute Monographs 27 (2010) 83-104.
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[12] Successive convex relaxation methods. Fields Institute Monographs 27 (2010) 165-175.
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[13] Primal-dual interior-point methods. Fields Institute Monographs 27 (2010) 63-81.
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[14] Geometric representations of graphs. Fields Institute Monographs 27 (2010) 105-127.
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[15] Lift-and-project ranks for combinatorial optimzation. Fields Institute Monographs 27 (2010) 143-163.
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[16] William W. Hager and Soonchul Park. Global convergence of SSM for minimizing a quadratic over a sphere. Math. Comp. 74 (2005) 1413-1423. MR 2137009.
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[17] Luís F. Portugal, Joaquím J. Júdice and Luís N. Vicente. A comparison of block pivoting and interior-point algorithms for linear least squares problems with nonnegative variables . Math. Comp. 63 (1994) 625-643. MR 1250776.
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[18] Richard Tapia. On secant updates for use in general constrained optimization . Math. Comp. 51 (1988) 181-202. MR 942149.
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[19] Roger Howe. Automatic continuity of concave functions . Proc. Amer. Math. Soc. 103 (1988) 1196-1200. MR 955008.
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[20] Nira Dyn and Warren E. Ferguson. The numerical solution of equality constrained quadratic programming problems . Math. Comp. 41 (1983) 165-170. MR 701631.
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