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A framework for deflated and augmented Krylov subspace methods, jointly with A. Gaul, M. Gutknecht, and J. Liesen
Multilevel methods, C.B.S. constants and spectral equivalence, jointly with F. Goßler
Deflation and Projection Methods applied to positive semidefinite systems, jointly with E. Ludwig, and J. Tang

Publikationen

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Butkovivc, Peter and Hogben, Leslie and Nabben, Reinhard and Strakovs, Zdenvek and Tøcircuma, Miroslav (2007). A brief biography and appreciation of Miroslav Fiedler with a bibliography of his books and papers [9]. Linear Algebra Appl., 173–181.

Link zur Publikation [10]

Nabben, Reinhard and Szyld, Daniel B. (2006/07). Schwarz iterations for symmetric positive semidefinite problems [11]. SIAM J. Matrix Anal. Appl., 98–116 (electronic).

Link zur Publikation [12]

Nabben, R. and Vuik, C. (2006). A comparison of deflation and the balancing preconditioner [13]. SIAM J. Sci. Comput., 1742–1759 (electronic).

Link zur Publikation [14]

Nabben, R. and Vuik, C. (2004). A comparison of deflation and coarse grid correction applied to porous media flow [15]. SIAM J. Numer. Anal., 1631–1647 (electronic).

Link zur Publikation [16]

Nabben, Reinhard (2003). Comparisons between multiplicative and additive Schwarz iterations in domain decomposition methods [17]. Numer. Math., 145–162.

Link zur Publikation [18]

Elsner, Ludwig and Frommer, Andreas and Nabben, Reinhard and Schneider, Hans and Szyld, Daniel B. (2003). Conditions for strict inequality in comparisons of spectral radii of splittings of different matrices [19]. Linear Algebra Appl., 65–80.

Link zur Publikation [20]

Frommer, A. and Nabben, R. and Szyld, D. B. (2002). An algebraic convergence theory for restricted additive and multiplicative Schwarz methods [21]. Domain decomposition methods in science and engineering (Lyon, 2000). Internat. Center Numer. Methods Eng. (CIMNE), Barcelona, 371–377.


Nabben, Reinhard and Szyld, Daniel B. (2002). Convergence theory of restricted multiplicative Schwarz methods [22]. SIAM J. Numer. Anal., 2318–2336 (electronic) (2003).

Link zur Publikation [23]

Friedland, Shmuel and Nabben, Reinhard (2002). On Cheeger-type inequalities for weighted graphs [24]. J. Graph Theory, 1–17.

Link zur Publikation [25]

Benzi, Michele and Frommer, Andreas and Nabben, Reinhard and Szyld, Daniel B. (2001). Algebraic theory of multiplicative Schwarz methods [26]. Numer. Math., 605–639.


Nabben, Reinhard (2001). On Green's matrices of trees [27]. SIAM J. Matrix Anal. Appl., 1014–1026 (electronic).

Link zur Publikation [28]

Nabben, Reinhard (2000). Improved upper bounds for the real part of nonmaximal eigenvalues of nonnegative matrices [29]. SIAM J. Matrix Anal. Appl., 574–579 (electronic).

Link zur Publikation [30]

Nabben, Reinhard (2000). A class of inverse $M$-matrices [31]. Electron. J. Linear Algebra, 53–58 (electronic).


Nabben, Reinhard (1999). Decay rates of the inverse of nonsymmetric tridiagonal and band matrices [32]. SIAM J. Matrix Anal. Appl., 820–837 (electronic).

Link zur Publikation [33]

Bai, Zhong-Zhi and Nabben, Reinhard (1999). Some properties of the block matrices in the parallel decomposition-type relaxation methods [34]. Appl. Numer. Math., 167–170.

Link zur Publikation [35]

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