[1] P. Amestoy, I.S. Duff, A. Guermouche, and Tz. Slavova. Analysis of the solution phase of a parallel multifrontal approach. Parallel Computing, 36(1):3-15, 2010. Preliminary version available as CERFACS Technical Report TR/PA/08/82.
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[2] F. Bastin, V. Malmedy, M. Mouffe, Ph. L. Toint, and D. Tomanos. A retrospective trust-region method for unconstrained optimization. Mathematical Programming, 123(2):395-418, 2010.
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[3] C. Calude and F. Chatelin. A dialogue about qualitative computing. Bulletin of EATCS (European Association for Theoretical Computer Science), 101:29-41, 2010. Preliminary version available as CERFACS Technical Report TR/PA/10/37.
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[4] F. Chatelin. Numerical information processing under the global rule expressed by the Euler-Riemann zeta function defined in the complex plane. Chaos, Focus issue: intrinsic and designed computation: information processing in dynamical systems, 20(037104-1), 2010. Preliminary version available as CERFACS Technical Report TR/PA/10/49.
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[5] I. S. Duff and B. Uçar. On the block triangular form of symmetric matrices. SIAM Review, 52(3):455-470, 2010. Preliminary version available as CERFACS Technical Report TR/PA/09/57.
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[6] M. B. Fares, S. Gratton, and Ph. L. Toint. Fast regularized linear sampling for inverse scattering problems,. Numerical Linear Algebra and Applications, published online 22 February 2010, DOI: 10.1002/nla.698, 2010.
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[7] M. Fuchs and A. Neumaier. A splitting technique for discrete search based on convex relaxation. Journal of Uncertain Systems, Special Issue on Global Optimization and Intelligent Algorithm, 4(1):14-21, 2010. Preliminary version available as CERFACS Technical Report TR/PA/10/5.
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[8] D. Ghosh, Ph. Avery, and Ch. Farhat. A FETI-preconditioned conjugate gradient method for large-scale stochastic finite element problems. Int. J. Numerical Methods in Engineering, 80(6-7):914-931, 2010. Preliminary version available as CERFACS Technical Report TR/PA/09/52.
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[9] L. Giraud, S. Gratton, X. Pinel, and X. Vasseur. Flexible GMRES with deflated restarting. SIAM Journal on Scientific Computing, 32(4):1858-1878, 2010. Preliminary version available as CERFACS Technical Report TR/PA/09/111.
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[10] S. Gratton, M. Mouffe, A. Sartenaer, Ph .L. Toint, and D. Tomanos. Numerical experience with a recursive trust-region method for multilevel nonlinear optimization. Optimization Methods and Software, 25(3):359-386, 2010. Preliminary version available as CERFACS Technical Report TR/PA/09/48.
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[11] S. Gratton and Ph. L. Toint. Approximate invariant subspaces and quasi-Newton optimization methods. Optimization Methods and Software, 25(4):507-529, 2010. Preliminary version available as CERFACS Technical Report TR/PA/09/165.
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[12] X.-P. Guo and I. S. Duff. Semilocal and global convergence of the Newton-HSS method for systems of nonlinear equations. Numerical Linear Algebra and Applications, published online 28 June 2010, DOI: 10.1002/nla.713, 2010.
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[13] P. Jiránek and M. Rozloznik. Adaptive version of simpler gmres. Numerical Algorithms, 53(1):93-112, 2010. Preliminary version available as CERFACS Technical Report TR/PA/08/101.
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[14] P. Jiránek, Z. Strakos, and M. Vohralík. A posteriori error estimates including algebraic error and stopping criteria for iterative solvers. SIAM J. Scientific Computing, 32(3):1567-1590, 2010.
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[15] P. Jiránek and D. Titley-Peloquin. Estimating the backward error in LSQR. SIAM J. Matrix Analysis and Applications, 31(4):2055-2074, 2010. Preliminary version available as CERFACS Technical Report TR/PA/09/77.
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