[1] G. L. Ramillien, L. Seoane, F. Frappart, R. Biancale, S. Gratton, X. Vasseur, and S. Bourgogne. Constrained regional recovery of continental water mass time-variations from GRACE-based geopotential anomalies. Surveys in Geophysics, 33(5):887-905, 2012.
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[2] C. Lavor, L. Liberti, N. Maculan, and A. Mucherino. The discretizable molecular distance geometry problem. Computational Optimization and Applications, 52:115-146, 2012.
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[3] C. Lavor, J. Lee, A. Lee-St. John, L. Liberti, A. Mucherino, and M. Sviridenko. Discretization orders for distance geometry problems. Optimization Letters, 6:783-796, 2012.
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[4] S. Gratton, V. Malmedy, and P. L. Toint. Using approximate secant equations in limited memory methods for multilevel unconstrained optimization. Computational Optimization and Applications, 51:967-979, 2012.
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[5] S. Gratton, P. Jiránek, and D. Titley-Peloquin. On the accuracy of the karlson-waldén estimate of the backward error for linear least squares problems. SIAM Journal on Matrix Analysis and Applications, 33(3):822-836, 2012. Preliminary version available as CERFACS Technical Report TR/PA/11/19.
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[6] M. Fuchs. Simulated polyhedral clouds in robust optimization. International Journal of Reliability and Safety, 6(1/2/3):65-81, 2012. Preliminary version available as CERFACS Technical Report TR/PA/09/100.
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[7] I.S. Duff, K. Kaya, and B. Uçcar. Design, implementation, and analysis of maximum transversal algorithms. ACM Trans. Math. Softw., 38(2):13:1-13:31, 2012. Preliminary version available as CERFACS Technical Report TR/PA/10/76.
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[8] F. Chatelin. A computational journey into the mind. Natural Computing, 11:67-79, 2012. Preliminary version available as CERFACS Technical Report TR/PA/11/66.
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[9] H .Calandra, S. Gratton, J. Langou, X. Pinel, and X. Vasseur. Flexible variants of block restarted GMRES methods with application to geophysics. SIAM J. Sci. Comput., 34(2):A714-A736, 2012. Preliminary version available as CERFACS Technical Report TR/PA/11/14.
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[10] H .Calandra, S. Gratton, R. Lago, X. Pinel, and X. Vasseur. Two-level preconditioned Krylov subspace methods for the solution of three-dimensional heterogeneous Helmholtz problems in seismics. Numerical Analysis and Applications, 5:175-181, 2012. Preliminary version available as CERFACS Technical Report TR/PA/11/80.
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[11] M. Arioli and S. Gratton. Linear regression models, least-squares problems, normal equations, and stopping criteria for the conjugate gradient method. Computer Physics Communications, 183(11):2322-2336, 2012.
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[12] P. R. Amestoy, I. S. Duff, J.-Y. L'Excellent, Y. Robert, F.-H. Rouet, and B. Uçar. On computing inverse entries of a sparse matrix in an out-of-core environment. SIAM J. Sci. Comput., 34(4):A1975-A1999, 2012. Preliminary version available as CERFACS Technical Report TR/PA/10/59.
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