Publications
Optimal shape design for the p-Laplacian eigenvalue problem
Report 211, To appear in J. Sci. Comput. 2018, DOI:10.1007/s10915-018-0806-7
On a non-symmetric eigenvalue problem governing interior structural-acoustic vibrations
Report 200, Aerospace 3 (2), paper 17
A minimization problem for an elliptic eigenvalue problem with nonlinear dependence on the eigenparameter
Report 193, Nonlinear Analysis: Real World Applications 31, 119- 131 (2016)
Variational Principles for Eigenvalues of Nonlinear Eigenproblems
Report 173, pp. 305-313 in A. Abdulle et al., Numerical MAthematics and Advanced Applications - ENUMATH 2013, Springer, Berlin 2015
VARIATIONAL CHARACTERIZATION OF EIGENVALUES OF A NON-SYMMETRIC EIGENVALUE PROBLEM GOVERNING ELASTOACOUSTIC VIBRATIONS
Report 168, Appl. Math. 59, 1 - 13 (2014)
Nonlinear Eigenvalue Problems
Report 174, Chapter 60 in L. Hogben (ed.), Handbook of Linear Algebra, CRC Press, Boca Raton 2014
LARGE-SCALE DUAL REGULARIZED TOTAL LEAST SQUARES
Report 171, ETNA42, 13-40 (2014)
Preconditioning Subspace Iteration for Large Eigenvalue Problems with Automated Multi-Level Sub-structuring
Report 172, Proc. Conference on Applied Linear Algebra - in honor of Ivo Marek, Prague 2013
Enhancing Eigenvector Approximations of Huge Gyroscopic Eigenproblems from AMLS with Subspace Iteration
Report 170, Trans. Control Mech. Syst. 2, 294-301 (2013)
ON SYLVESTER'S LAW OF INERTIA FOR NONLINEAR EIGENVALUE PROBLEMS
Report 165, ETNA 40, 82-93 (2013)
A Jacobi-Davidson method for two real parameter nonlinear eigenvalue problems arising from delay differential equations
Report 148, Numer. Linear Algebra Appl. 20, 852-868 (2013)
IMPROVING EIGENPAIRS OF AUTOMATED MULTILEVEL SUBSTRUCTURING WITH SUBSPACE ITERATIONS
Report 158, Computers \& Structures 119, 115-124 (2013)
Structural-acoustic vibration problems in the presence of strong coupling
Report 151, J. Pressure Vessel Techn. 135, 011303.1 - 011303.8 (2013)
Large-Scale Tikhonov Regularization of Total Least Squares
Report 153, J. Comp. Appl. Math. 238, 95 -198 (2013)
A Fast Subspace Iteration Procedure for Improving Automated Multi-Level Substructuring
Proc. Internat. Congr. Theor. Appl. Mech., Beijing, China 2012
SOLVING HUGE GYROSCOPIC EIGENPROBLEMS WITH AMLS AND SUBSPACE ITERATION
Report 163, Proc ASME 2012, Houston, TX
COMBINING AUTOMATED MULTILEVEL SUB-STRUCTURING AND SUBSPACE ITERATION FOR HUGE GYROSCOPIC EIGENPROBLEMS
Report 159, Proc. 2012 Internat. Conf. Sci. Comput., Las Vegas
Efficient determination of the Hyperparameter in Regularized Total Least Squares Problems
Report 133, Arbeitsbereich Mathematik, TU Hamburg-Harburg 2009, Appl. Numer. Math. 62, 1229 - 1241 (2012)
Large-Scale Tikhonov Regularization via Reduction by Orthogonal Projection
Report 150, Linear Alg. Appl.,436, 2845 - 2865 (2012)
Fast Reconstruction in Magnetic Particle Imaging
Report 155, Med. Biol. 57, 1113 - 1133 (2012)
Analysis and efficient solution of stationary Schrödinger equation governing electronic states of quantum dots and rings in magnetic feld
Report 143, Commun. Comput. Phys. 11, 1591 -- 1617 (2012)
Regularization of Large Scale Total Least Squares Problems
Report 154, Communications in Computer and Information Science 245, Springer Verlag, Berlin 2011, pp. 22 -- 37 in N. Chakis, A. Cortesi (eds.), CISIM 2011
A Jacobi-Davidson method for two real parameter nonlinear eigenvalue problems arising from delay differential equations
Proc. Appl. Math. Mech. 11, 915--918 (2011)
Efficient calculation of fluid structure interaction in ship vibration
Report 152, pp. 75 - 82 in Guedes Soares, Fricke (eds.), Advances in Marine Structures. Taylor & Francis, London 2011
NONLINEAR LOW RANK MODIFICATION OF A SYMMETRIC EIGENVALUE PROBLEM
Report 141, SIAM J. Matrix Anal.Appl., 32, 515 -535, 2011
ACCELERATING THE LSTRS ALGORITHM
Report 138, SIAM J. Sci. Comput. 33, 175 - 194, 2011
AUTOMATED MULTI-LEVEL SUB-STRUCTURING FOR FLUID-SOLID INTERACTION PROBLEMS
Report 142, Numer. Lin. Alg. Appl. 18, 411 - 427, 2011
ITERATIVE PROJECTION METHODS FOR LARGE–SCALE NONLINEAR EIGENVALUE PROBLEMS
Report 147, Computational Technology Reviews, Volume 1, 2010
FREE VIBRATIONS OF FLUID–SOLID STRUCTURES WITH STRONG COUPLING
Report 146, Proceedings of ASME 2010 Pressure Vessel and Piping Conf., Bellevue, WA
On An unsymmetric eigenvalue problem governing free vibrations of fluid-solid structures
Report 128, ETNA 39, 113 - 125, 2010
Solving Regularized Total Least Squares Problems Based on Eigenproblems
Report 127, Taiwanese Journal of Mathematics 14, 885 - 909, 2010
Detecting hyperbolic and definite matrix polynomial
Report 125, Linear Alg. Appl. 432, 1017 - 1035, 2010
Efficient Calculation of Fluid Structure Interaction in Ship
Report 140, SIAM Conf. on Mathematics for Industry
AN UNSYMMETRIC EIGENPROBLEM GOVERNING VIBRATIONS OF A PLATE WITH ATTACHED LOADS
Report 134, Proceedings of CC2009, Madeira, Sept. 2009
A minmax principle for nonlinear eigenproblems depending continuously on the eigenparameter
Report 122, Numer. Lin. Algebra Appl. 16, 899 - 913 (2009)
A fast algorithm for solving Regularized Total Least Squares problems
Report 118, ETNA 31, 12 - 24 (2008)
Automated Multi-Level Substructuring for a Fluid-Solid Vibration Problem
Report 117, pp. 563 -- 570 in K. Kunisch, G. Of, O. Steinbach (eds.), Numerical Mathematics and Advanced Applications. ENUMATH 2007, Springer Verlag, Berlin 2008
Strategies for improving automated multi-level substructuring
Report 123, Institut für Numerische Simulation, TU Hamburg-Harburg 2006 Paper 69 in M. Papadrakakis, B.H.V. Topping (eds.), Proceedings of the Sixth International Conference on Engineering Computational Technology, Athens,Greece, 2008
Reducing a rational eigenproblem in fluid-solid vibrations by AMLS
Paper 107 in M. Papadrakakis, B.H.V. Topping (eds.), Proceedings of the Sixth International Conference on Engineering Computational Technology, Athens, Greece, 2008
Electron energy level calculations for semiconductor nanostructures
Proc. Appl. Math. Mech. 7, 1020403 -- 1020404 (2007)
Robust expansion of subspaces in iterative projection methods for large eigenvalue problems
Proc. Appl. Math. Mech. 7, 1021001 -- 1021002 (2007)
Restarting projection methods for rational eigenproblems
Report 114, Mathematical Modelling and Analysis 13, 171 - 182 (2008)
Reducing sparse nonlinear eigenproblems by Automated Multi-Level Substructuring
Adv. Engrg. Software 39, 828 - 838 (2008)
Numerical simulation of electronic properties of coupled quantum dots on wetting layers
Report 116, Nanotechnology 19 (2008), 165204
Global convergence of RTLSQEP: a solver of regularized total least squares problems via quadratic eigenproblems
Report 112, Math. Modelling Anal. 13, 55-66, 2008
Intermediate reduction steps improve Automated Multi-Level Substructuring
Report 109, Institut für Numerische Simulation, TU Hamburg-Harburg 2007, Proc. 11th Internat. Conf. on Civil, Structural and Enviromental Engineering Computing, St. Julians, Malta 2007
On a quadratic eigenproblem occurring in regularized total least squares
Report 104, Institut für Numerische Simulation, TU Hamburg-Harburg 2006 Comput. Stat. Data Anal. 52, 1090 - 1102 , 2007
A Jacobi-Davidson method fot nonlinear und nonsymmetric eigenproblems
Computers & Structures 85, 1284 - 1292 , 2007
Computing interior eigenvalues of nonlinear hermitean eigenvalues problems
Report 113, 2007
A New Justification of the Jacobi–Davidson Method for Large Eigenproblems
Report 99, Institut für Numerische Simulation, TU Hamburg-Harburg 2006, Lin. Alg. Appl. 424, 448 - 455 (2007)
Stationary Schrödinger equations governing electronic states of quantum dots in the presence of spin-orbit splitting
Report 105, Institut für Numerische Simulation, TU Hamburg-Harburg 2006, Applications of Mathematics 52, 267 - 284 (2007)
Reducing huge gyroscopic eigenproblems by Automated Multi-Level Substructuring
Report 96, Arbeitsbereich Mathematik, TU Hamburg-Harburg 2006. Arch. Appl. Mech. 76, 171 - 179 (2006)
Iterative projection methods for computing relevant energy states of a quantum dot
Report 92 Arbeitsbereich Mathematik, TU Hamburg-Harburg 2005, J. Comp. Phys. 217, 824 - 833 (2006)
Projection methods for nonlinear sparse eigenvalue problems
Report 97, Arbeitsbereich Mathematik, TU Hamburg-Harburg 2005, Annals European Academy of Sciences 2005, 152 -- 183 (2005)
Electronic states of quantum dots
Report 103, Institut für Numerische Simulation, TU Hamburg-Harburg 2006
Low rank rational perturbations of linear symmetric eigenproblems
Journal of Applied Mathematics and Mechanics 86:606 -- 616, 2006
An a priori bound for Automated Multi-Level Substructuring
Report 81, Arbeitsbereich Mathematik, TU Hamburg-Harburg 2004, SIAM J. Matrix Anal. Appl. 28:386 -- 397, 2006
Electronic States in Three Dimensional Quantum Dot/Wetting Layer Structures
Report 95, Arbeitsbereich Mathematik, TU Hamburg-Harburg 2005, ICCSA , LNCS 3980, 684 -- 693, 2006
Numerical calculation of the electronic structure for three-dimensional quantum dots
Report 91, Institute of Numerical Simulation, TUHH, 2005 Comput. Phys. Comm. 174:441 -- 446, 2006
An priori bound for frequency response analysis by AMLS
pp. 58 -- 76 in I. Marek, J. Holenda (eds), Proceedings of the XVI-th Summer School on Software and Algorithms of Numerical Mathematics , Srni, 2005 Czech Technical University, Prague, Czech Republic, 2006
Second Order Arnoldi: Reduction application to some engineering problems
Report 93, Arbeitsbereich Mathematik, TU Hamburg-Harburg 2005, pp. 153 --173 in I. Marek, J. Holenda (eds), Proceedings of the XVI-th Summer School on Software and Algorithms of Numerical Mathematics , Srni, 2005 Czech Technical University, Prague, Czech Republic, 2006
An priori bound for eigenvalue computation by AMLS
Proc. Appl. Math. Mech. 6, 715 -- 716, 2006
A model-order reduction technique for low rank rational perturbations of linear eigenproblems
pp. 296 -- 304 in J. Dongarra, K. Madsen, J. Wasniewski (eds.), PARA 2004, LNSC 3732, Springer, Berlin 2005
Rational Krylov for nonlinear eigenproblems, an iterative projection method
Report 69, Arbeitsbereich Mathematik, TU Hamburg-Harburg 2003. Applications of Mathematics, 50:543 -- 554, 2005
Electron energy level calculation for a three dimensional quantum dot
Report 90, Arbeitsbereich Mathematik, TU Hamburg-Harburg 2005. Advances in Computational Methods in Sciences and Engineering 2005, 586 - 589, Leiden, The Netherlands
Nonlinear Eigenvalue Problems: A Challenge for Modern Eigenvalue Methods
Report 83, Arbeitsbereich Mathematik, TU Hamburg-Harburg 2004. GAMM Mitteilungen 27:121 -- 152, 2004
Automated Multilevel Substructuring for Nonlinear Eigenproblems
Report 86, Arbeitsbereich Mathematik, TU Hamburg-Harburg 2005. Proc. Internat. Conf. on Civil, Structural, and Engineering Computing, Rome, Italy, 2005
Numerical simulation of a three dimensional quantum dot
Proc. Appl. Math. Mech 5:783 -- 784, 2005
Solving nonlinear eigenproblems by AMLS
Proc. Appl. Math. Mech 5:765 -- 766, 2005
A local restart procedure for iterative projection methods for nonlinear symmetric eigenproblems
Report 82, Arbeitsbereich Mathematik, TU Hamburg-Harburg 2003. 212 -- 221 in A. Handlovicowa, Z. Kriva, K. Mikula, D. Sevcovic(eds.) ALGORITMY 2005, 17th Conference on Scientific Computing, Vysoke Tatry, Slovakia, 2005
Locating real eigenvalues of a spectral problem in fluid-solid type structures
Report 64, Arbeitsbereich Mathematik, TU Hamburg-Harburg 2003. Journal of Applied Mathematics, 37 - 48, 2005
Multilevel Extended Algorithms in Structural Dynamics on Parallel Computers
Report 65, Arbeitsbereich Mathematik, TU Hamburg-Harburg 2003. Proc. of PARCO2003, Dresden, North-Holland 2004
Quadratic eigenproblems of restricted rank - Remarks on a paper of Conca, Duran and Planchard
Report 60, Arbeitsbereich Mathematik, TU Hamburg-Harburg 2003. Advances in Mathematics and Scientific Appllications, 14:35 -- 39, 2004
Recurrence relations for the even and odd characteristic polynomials of a symmetric Toeplitz matrix
Report 68, Arbeitsbereich Mathematik, TU Hamburg-Harburg 2003. Journal of.Comp. Appl. Math., 173:365 - 369, 2004
Numerical methods for sparse nonlinear eigenvalue problems
Report 70, Arbeitsbereich Mathematik, TU Hamburg-Harburg 2004. Proc. XVth Summer School on Software and Algorithms of Numerical Mathematics, Hejnice, Czech Republic
An Arnoldi method for nonlinear eigenvalue problems
Report 56, Arbeitsbereich Mathematik, TU Hamburg-Harburg 2002. BIT Numerical Mathematics 44:387 - 401, 2004
Model Reduction Methods for Solving Symmetric Rational Eigenvalue Problems
Proc.Appl.Math.Mech. 4: 660 -- 661, 2004
Computing Interior Eigenvalues of Conservative Gyroscopic Problems
Proc.Appl.Math.Mech. 4:674 -- 675, 2004
Iterative projections methods for sparse nonlinear eigenproblems
Applied Mathematics and Mechanics 4:722 -- 725, 2004
A Jacobi-Davidson type projection method for general nonlinear eigenproblems
Proc. of The Seventh International Conference on Computational Scructures Technology, Lisbon, Portugal 2004, Civil-Comp Press, Stirling 2004
EIGENVIBRATIONS OF A PLATE WITH ELASTICALLY ATTACHED LOADS
Report 72, Arbeitsbereich Mathematik, TU Hamburg-Harburg 2004. Proc. of ECCOMAS 2004, Jyväskylä, Finland 2004 ISBN 951-39-1869-6
Exploiting model-order reduction techniques for solving symmetric rational eigenproblems
Report 74, Arbeitsbereich Mathematik, TU Hamburg-Harburg 2004. Extended Abstracts of PARA' 04, Lyngby, 2004
A Modal Approach for the Gyroscopic Quadratic Eigenvalue Problem
Report 73, Arbeitsbereich Mathematik, TU Hamburg-Harburg 2004. Proc. of ECCOMAS 2004, Jyväskylä, Finland 2004 ISBN 951-39-1869-6
A Jacobi-Davidson Method for Nonlinear Eigenproblems
Report 66, Arbeitsbereich Mathematik, TU Hamburg-Harburg 2003 Proc. ICCS04, Krakow, Poland, 34 -- 41, 2004
On the number of eigenvalues of a rational eigenproblem
Report 61, Arbeitsbereich Mathematik, TU Hamburg-Harburg 2003.
A Jacobi-Davidson type projection method for nonlinear eigenvalue problems
Report 47, Arbeitsbereich Mathematik, TU Hamburg-Harburg 2002. Future Generation Comuter Systems 20:363 -- 372, 2004
A Maxmin Principle for Nonlinear Eigenvalue Problems with Application to a Rational Spectral Problem in Fluid-Solid Vibration
Report 48, Arbeitsbereich Mathematik, TU Hamburg-Harburg 2002 Applications of Mathematics, 48:607 -- 622, 2003
An Arnoldi type projection method for nonlinear symmetric eigenproblems
Proceedings in Applied Mathematics and Mechanics 3:555 - 556, 2003
Initializing iterative projection methods for rational symmetric eigenproblems
Report 67, Arbeitsbereich Mathematik, TU Hamburg-Harburg 2003.Proc. of the Dagstuhl Seminar Theoretical and Computational Aspects of Matrix Algorithms Schloss Dagstuhl 2003
A hybrid method for computing the smallest eigenvalue of a symmetric and positive definite Toeplitz matrix
Report 53, Arbeitsbereich Mathematik, TU Hamburg-Harburg 2003.
A rational spectral problem in fluid-solid vibration
Electronic Transactions on Numerical Analysis 16:94 -- 106, 2003
Variational Characterization of Eigenvalues of Nonlinear Eigenproblems
pp. 379 - 383 in M. Kocandrlova, V. Kelar (eds.), Proceedings of the International Conference on Mathematical and Computer Modelling in Science and Engineering, Czech Technical University in Prague 2003
A hybrid method for computing the smallest eigenvalue of a symmetric Toeplitz matrix
pp. 55 - 57 in R. Blaheta, J. Stary (eds.), Numerical Analysis. Proceedings of the Seminar dedicated to the jubilee of Ivo Marek. Technical University Ostrava 2003
An Arnoldi method for nonlinear symmetric eigenvalue problems
Online Proceedings, SIAM Conference on Applied Linear Algebra, Williamsburg 2003 (PDF)
A Method of Order 1 + SQRT(3) for Computing the Smallest Eigenvalue of a Symmetric Toeplitz Matrix
WSEAS Transactions on Mathematics 1:1 -- 6, 2002
A Parallel Condensation-Based Method for the Structural Dynamic Reanalysis Problem
pp. 346 - 353 in G.R. Joubert, A. Murli, F.J. Peters, M. Vanneschi (eds.), Proceedings of PARCO 2001, Naples, Italy, Imperial College Press, London 2002
A Projection Method for a Rational Eigenvalue Problem in Fluid-Structure Interaction
pp. 403 - 411 in P.M.A. Sloot, C.J.K. Tan, J.J. Dongarra, A.G. Hoekstra (eds.), Computational Science 2002, LNCS 2330, Springer Verlag, Berlin 2002
Solving a Rational Eigenvalue Problem in Fluid-Structure Interaction
pp. 179 - 188 in C.A. Brebbia, P. Meli, A. Zanasi (eds.), Applications of High-Performance Computing in Engineering VII. WIT Press, Southampton 2002
A variant of the inverted Lanczos method
BIT Numerical Mathematics 41:1111 -- 1120, 2001
Eigenvalue Reanalysis and Condensation with General Masters
ZAMM 81, Supplement S3, S721 -- S722, 2001
Implementing Global Masters into Parallel Condensation
ZAMM 81, Supplement S3, S727 -- S728, 2001
Improving Condensation Methods in the Presence of General Masters by a Modified Rayleigh Functional
pp. 114 - 119 in N. Mastorakis, V. Mladenov, B. Suter, L.J. Wang (eds.), Advances in Scientific Computing, Computational Intelligence and Applications. World Scientific and Engineering Society Press, Athens 2001
A Symmetry Exploiting Lanczos Method for Symmetric Toeplitz Matrices
Numerical Algorithms 25:377 -- 385, 2000
Bridging Stresses and R- Curves in Ceramic/Metal Composites
Journal of the European Ceramic Society 20:2261 - 2273, 2000
Computing the Minimum Eigenvalue of a Symmetric Positive Definite Toeplitz Matrix by Newton Type Methods
SIAM Journal on Scientific Computing 21:1650 - 1656, 2000
Modal Masters and Component Mode Method
pp. 325 - 330 in N. Mastrora kis (ed.), Systems and Control: Theory and Applications. World Scientific and Engineering Society Press, Athens 2000
Parallel Condensation in the Presence of Global Masters
In M. Deville, R. Owens (eds.) Proceedings of the 16th IMACS World Congress on Scientific Computation, Applied Mathematics, and Simulation, Lausanne 2000, ISBN 3- 9522075-1-9
General Masters in Parallel Condensation of Eigenvalue Problems
Parallel Computing 25:893 -- 903, 1999
Bounds for the Minimum Eigenvalue of a Symmetric Toeplitz Matrix
Electronic Transactions on Numerical Analysis 8, 127-138 (1999)
Newton Type Methods for Computing the Smallest Eigenvalue of a Symmetric Toeplitz Matrix
ZAMM 79 Supplement 3:S883 -- S884, 1999
Numerical Coupling of Subsystems
ZAMM 79 Supplement 3:S871 -- S873, 1999
Symmetric Schemes for Computing the Minimal Eigenvalue of a Symmetric Toeplitz Matrix
Linear Algebra and its Application 287:359 - 371, 1999
Nonnodal Condensation of Eigenvalue Problems
ZAMM 79:243 -- 255, 1999
Coupling Iterative Subsystem Solvers
pp. 184-191 in Frerich Keil, Wolfgang Mackens, Heinrich Voss, Joachim Werther (eds.), Scientific Computing in Chemical Engineering II. Simulation, Image Processing, Optimization, and Control. Springer Verlag, Berlin, Heidelberg 1999
Computing Interior Eigenvalues of Medium Sized Generalized Eigenvalue Problems
pp. 322 - 339 in W. Wunderlich (ed.), Proceedings of the European Conference on Computational Mechanics, München 1999
A Projection Method for Computing the Minimum Eigenvalue of a Symmetric Positive Definite Toeplitz Matrix
Linear Algebra and its Applications, 275 -- 276, 401 -- 415, 1998
The Minimum Eigenvalue of a Symmetric Positive Definite Toeplitz Matrix and Rational Hermitian Interpolation
SIAM Journal on Matrix Analysis and Applications 18, 521 -- 534, 1997
Oxygen Diffusion in Tissue Preparation with Michaelis-Menten Kinetics
Journal of theoretical Biology 185:119 - 127, 1997
Interior and Modal Masters in Condensation Methods for Eigenvalue Problems
pp. 23 - 32 in H. Power, J.J. Casares Long (eds.), Applications of High Performance Computing in Engineering V, Computational Mechanics Publications, Southampton 1997
Modal and Interior Nodal Masters in Parallel Condensation Methods for Generalized Eigenvalue Problems
pp. 571 - 576 in A. Sydow (ed.), Proceedings of the 15th IMACS World Congress on Scientific Computing, Modelling, and Applied Mathematics, Vol. 1, Wissenschaft & Technik Verlag, Berlin 1997
Nonnodal Condensation of General Symmetric Eigenvalue Problems
pp. 465 - 466 in G. Alefeld, O. Mahrenholz, R. Mennicken (eds.), ICIAM 95, Proceedings of the Third International Congress on Industrial and Applied Mathematics, Issue 1: Numerical Analysis, Scientific Computing, Computer Science, Akademie Verlag, Berlin 1996
Computing the Minimal Eigenvalue of a Symmetric Toeplitz Matrix
pp. 701 - 702 in G. Alefeld, O. Mahrenholz, R. Mennicken (eds.), ICIAM 95, Proceedings of the Third International Congress on Industrial and Applied Mathematics, Issue 2: Applied Analysis, Akademie Verlag, Berlin 1996
A Fully Parallel Condensation Method for Generalized Eigenvalue Problems on Distributed Memory Computers
Parallel Computing 21:907 - 921, 1996
A Condensation-Projection Method for the Generalized Eigenvalue Problem
pp. 239 - 282 in H. Power and C.A. Brebbia (eds.), High Performance Computing 1, Computational Mechanics Applications, Elsevier, London
Preprints
VARIATIONAL CHARACTERIZATION OF REAL EIGENVALUES IN LINEAR VISCOELASTIC OSCILLATORS
Report 202, submitted to Computers & Structures.
RESTARTING ITERATIVE PROJECTION METHODS FOR HERMITIAN NONLINEAR EIGENVALUE PROBLEMS WITH MINMAX PROPERTY
Report 157, submitted to Numer. Math.
A nonlinear eigenvalue optimization problem: Optimal potential functions
Report 198, submitted to SIAM Math. Anal.
