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Inhalt des Dokuments

Publications

[Refereed articles] [Preprints] [Theses] [Misc]

Articles in refereed journals, proceedings

Betcke, T., Higham, N. J., Mehrmann, V., Schröder, C. and Tisseur, F. (2013). NLEVP: A Collection of Nonlinear Eigenvalue Problems [1]. ACM Transactions on Mathematical Software (TOMS), 7:1–7:28.


Brüll, T. and Schröder, C. (2013). Dissipativity Enforcement via Perturbation of Para-Hermitian Pencils [2]. Circuits and Systems I: Regular Papers, IEEE Transactions on, 164–177.


Mehrmann, V., Schröder, C. and Simoncini, V. (2012). An Implicitly-restarted Krylov Method for Real Symmetric/Skew-Symmetric Eigenproblems [3]. Linear Algebra and its Applications, 4070–4087.


Meerbergen, K., Schröder, C. and Voss, H. (2012). A Jacobi–Davidson method for two-real-parameter nonlinear eigenvalue problems arising from delay-differential equations [4]. Numerical Linear Algebra with Applications. John Wiley & Sons, Ltd, n/a–n/a.


Mehrmann, V. and Schröder, C. (2011). Nonlinear eigenvalue and frequency response problems in industrial practice [5]. Journal of Mathematics in Industry, 7.


Meerbergen, K., Schröder, C. and Voss, H. (2011). A Jacobi-Davidson method for two real parameter nonlinear eigenvalue problems arising from delay differential equations [6]. PAMM. WILEY-VCH Verlag, 915–918.


Kressner, D., Schröder, C. and Watkins, D. S. (2009). Implicit QR algorithms for palindromic and even eigenvalue problems [7]. Numer. Algorithms, 209–238.


Mehrmann, V., Schröder, C. and Watkins, D. S. (2009). A new block method for computing the Hamiltonian Schur form [8]. Linear Algebra Appl., 350–368.


Faßbender, H., Mackey, N., Mackey, D. S. and Schröder, C. (2008). Structured polynomial eigenproblems related to time-delay systems [9]. Electron. Trans. Numer. Anal., 306–330.


Schröder, C. (2006). A Structured Kronecker form for the Palindromic Eigenvalue Problem [10]. Proc. Appl. Math. and Mech., GAMM Annual Meeting 2006 - Berlin, 721–722.


Preprints

vor >> [12]

Kandler, U. and Schröder, C. (2013). Backward error analysis of an inexact Arnoldi method using a certain Gram Schmidt variant [13].


Bruell, T., Poloni, F., Sbrana, G. and Christian, S. (2013). Enforcing solvability of a nonlinear matrix equation and estimation of multivariate ARMA time series [14].


Timo Betcke, Higham, N., Volker Mehrmann, Christian Schröder and Françoise Tisseur (2011). NLEVP: A collection of nonlinear eigenvalue problems [15].


Timo Betcke, Nicholas J. Higham, Volker Mehrmann, Christian Schröder and Françoise Tisseur (2011). NLEVP: A collection of nonlinear eigenvalue problems. Users' Guide [16].


Volker Mehrmann and Christian Schröder (2011). Nonlinear eigenvalue and frequency response problems in industrial practice [17].


Brüll, T. and Schröder, C. (2011). Dissipativity enforcement via Perturbation of para-Hermitian Pencils [18].


Timo Betcke, Higham, N., Volker Mehrmann, Christian Schröder and Françoise Tisseur (2010). NLEVP: A collection of nonlinear eigenvalue problems [19].


Timo Betcke, Higham, N., Volker Mehrmann, Christian Schröder and Françoise Tisseur (2010). NLEVP: A collection of nonlinear eigenvalue problems. Users' Guide [20].


Meerbergen, K., Schröder, C. and Voss, H. (2010). A Jacobi-Davidson method for two real parameter nonlinear eigenvalue problems arising from delay differential equations [21].


Mehrmann, V., Schröder, C. and Simoncini, V. (2009). An Implicitly-restarted Krylov Method for Real Symmetric/Skew-Symmetric Eigenproblems [22].


Kressner, D., Schröder, C. and Watkins, D. S. (2008). Implicit QR Algorithms for Palindromic and Even Eigenvalue Problems [23].


Timo Betcke, Higham, N., Volker Mehrmann, Christian Schröder and Françoise Tisseur (2008). NLEVP: A collection of nonlinear eigenvalue problems [24].


Mehrmann, V., Schröder, C. and Watkins, D. S. (2008). A new block method for computing the Hamiltonian Schur form [25].


Schröder, C. (2007). URV decomposition based structured methods for palindromic and even eigenvalue problems [26].


Schröder, C. and Stykel, T. (2007). Passivation of LTI systems [27].


vor >> [29]

Theses

Schröder, C. (2008). Palindromic and Even Eigenvalue Problems - Analysis and Numerical Methods [30]. Technical University Berlin


Schröder, C. (2004). A Generalised Moment Problem and its Application to Classification [31]. University of Oxford, Computing Laboratory


Schröder, C. (2003). Analysis and Implementation of the Riccati Algorithm [32]. Technical University Hamburg–Harburg


Other

(2007). SKURV, a Matlab toolbox for the skew triangular URV decomposition [33].


Betcke, T., Higham, N. J., Mehrmann, V., Schröder, C. and Tisseur, F. (). NLEVP: A Collection of Nonlinear Eigenvalue Problems [34].


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