**Article A1**

(with V. Kungurtsev and D. P. Robinson)*A Stabilized SQP Method: Superlinear Convergence.*Mathematical Programming**163**(2017), 369-410.**Article A2**

(with V. Kungurtsev and D. P. Robinson)*A Stabilized SQP Method: Global Convergence.*IMA Journal of Numerical Analysis**37**(2017), 407-443.**Article A3**

(with A. Forsgren and E. Wong)*Primal and dual active-set methods for convex quadratic programming.*Mathematical Programming**159**(2016), 460-508.**Article A4**

(with M. A. Saunders and E. Wong)*On the Performance of SQP Methods for Nonlinear Optimization.*in B. Defourny and T. Terlaky (eds),*Modeling and Optimization: Theory and Applications,*95-123, Springer Proceedings in Mathematics and Statistics, Volume 147, Springer New York (2015).**Article A5**

(with E. Wong)*Methods for Convex and General Quadratic Programming.*Mathematical Programming Computation**7**(2015), 71-112.*Supplementary material.***Article A6**

(with E. Wong)*Sequential Quadratic Programming Methods.*in J. Lee and S. Leyffer (eds),*Mixed Integer Nonlinear Programming,*147-224, The IMA Volumes in Mathematics and its Applications, Volume 154, Springer New York (2012).**Article A7**

(with D. P. Robinson)*A globally convergent stabilized SQP method.*SIAM Journal on Optimization**23**(2013), 1083-2010.**Article A8**

(with S. H. Chan, R. Khoshabeh, K. B. Gibson, and T. Q. Nguyen),*An augmented Lagrangian method for total variation video restoration.*IEEE Transactions on Image Processing**99**(2011), 1-14.**Article A9**

(with S. H. Chan, R. Khoshabeh, K. B. Gibson, and T. Q. Nguyen),*An augmented Lagrangian method for video restoration.*Proceedings of the 2011 IEEE International Conference on Acoustics, Speech and Signal Processing (ICASSP), 941-944, Prague, May 2011.**Article A10**

(with H. D. I. Abarbanel, P. Bryant, M. Kostuk, J. Rofeh, Z. Singer, B. Toth and E. Wong)*Dynamical parameter and state estimation in neuron models.*in D. Glanzman and M. Ding (eds),*An Exploration of Neuronal Variability and its Functional Significance,*139--180, Oxford University Press, Oxford and New York (2011).**Article A11**

(with A. E. Van Beusekom, R. L. Parker, R. E. Bank , and S. Constable)*The 2-D magnetotelluric inverse problem solved with optimization.*Geophys. J. Int. (2010), 1--25.**Article A12**

(with D. P. Robinson)*A primal-dual augmented Lagrangian.*Computational Optimization and Applications**47**(2010), 1-25.**Article A13**

(with J. B. Erway)*A subspace minimization method for the trust-region step.*SIAM Journal on Optimization**20**(2009), 1439-1461.**Article A14**

(with J. B. Erway and J. D. Griffin)*Iterative methods for finding a trust-region step.*SIAM Journal on Optimization**20**(2009), 1110-1131.**Article A15**

(with W. Murray, M. A. Saunders, J. A. Tomlin and M. H. Wright)*George B. Dantzig and systems optimization.*Discrete Optimization**5**(2008), 151-158.**Article A16**

(with D. R. Creveling and H. D. I. Abarbanel)*State and parameter estimation in nonlinear systems as an optimal tracking problem.*Physics Letters A**372**(2008), 2640-2644.**Article A17**

(with A. Forsgren and J. D. Griffin)*Iterative solution of augmented systems arising in interior methods.*SIAM Journal on Optimization**18**(2007), 666-690.**Article A18**

(with M. Masic and R. E. Skelton),*Optimization of tensegrity structures.*International Journal of Solids and Structures**43**(2006), 4687-4703.**Article A19**

(with W. Murray and M. A. Saunders)*SNOPT: An SQP algorithm for large-scale constrained optimization.*SIAM Review**47**(2005), 99-131.**Article A20**

(with M. Masic and R. E. Skelton),*Algebraic tensegrity form-finding.*International Journal of Solids and Structures**42**(2005), 4833-4858.**Article A21**

(with E. M. Gertz),*A primal-dual trust region algorithm for nonlinear optimization.*Mathematical Programming**100**(2004), 49-94.**Article A22**

(with M. W. Leonard),*Limited-memory reduced-Hessian methods for unconstrained optimization.*SIAM Journal on Optimization**14**(2003), 380-401.**Article A23**

(with A. Forsgren and M. H. Wright)*Interior methods for nonlinear optimization.*SIAM Review**44**(2002), 525-597.**Article A24**

(with W. Murray and M. A. Saunders)*SNOPT: An SQP algorithm for large-scale constrained optimization.*SIAM Journal on Optimization**12**(2002), 979-1006.**Article A25**

(with M. W. Leonard),*Reduced-Hessian quasi-Newton methods for unconstrained optimization.*SIAM Journal on Optimization**12**(2001), 209-237.**Article A26**

(with L. O. Jay , M. W. Leonard, L. Petzold and V. Sharma)*An SQP Method for the Optimal Control of Large-Scale Dynamical Systems.*J. Comput. Appl. Math.**120**(2000) 197-213.**Article A27**

(with A. Barclay, and J. B. Rosen ,*SQP methods and their application to numerical optimal control.*in R. Bulirsch, L. Bittner, W. H. Schmidt and K. Heier (eds),*Variational Calculus, Optimal Control and Applications,*International Series of Numerical Mathematics, Volume 124, 207-222,Birkhauser, Basel, Boston and Berlin (1998).**Article A28**

(with A. Forsgren),*Primal-dual interior methods for nonconvex nonlinear programming.*SIAM Journal on Optimization**8**(1998), 1132-1152.**Article A29**

(with L. Petzold , J. B. Rosen , L. O. Jay and K. Park),*Numerical optimal control of parabolic PDEs using DASOPT.*in L. T. Biegler, T. F. Coleman, A. R. Conn and F. N. Santosa (eds),*Large Scale Optimization with Applications, Part II: Optimal Design and Control,*IMA Volumes in Mathematics and its Applications, Volume 93, 271-300, Springer Verlag, Berlin, Heidelberg and New York (1997).**Article A30**

(with A. Forsgren and J. R. Shinnerl),*Stability of symmetric ill-conditioned systems arising in interior methods for constrained optimization.*SIAM Journal on Matrix Analysis and Applications**17**(1996), 187-211.**Article A31**

(with M. A. Saunders and J. R. Shinnerl),*On the stability of the Cholesky factorization for symmetric quasi-definite systems.*SIAM Journal on Matrix Analysis and Applications**17**(1996), 35--46.**Article A32**

(with W. Murray, D. B. Ponceleon and M. A. Saunders),*Primal-dual methods for linear programming.*Mathematical Programming**70**(1995), 251-277.**Article A33**

(with A. Forsgren and W. Murray),*Computing modified Newton directions using a partial Cholesky factorization.*SIAM Journal on Scientific Computing**16**(1995), 139-150.**Article A34**

(with W. Murray and M. A. Saunders and M. H. Wright),*Inertia-controlling methods for general quadratic programming.*SIAM Review**33**(1991), 1-36.**Article A35**

(with A. Forsgren and W. Murray),*On the identification of local minimizers in inertia-controlling methods for quadratic programming.*SIAM Journal on Matrix Analysis and Applications**12**(1991), 730-746.