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Kunkel, Peter - Mathematisches Institut & Fakultät für Mathematik und Informatik, Universität Leipzig
A NEW CLASS OF DISCRETIZATION METHODS FOR THE SOLUTION OF LINEAR DIFFERENTIAL--ALGEBRAIC EQUATIONS
Analysis and numerical solution of control problems in descriptor form 3
Stability properties of di#erentialalgebraic equations and spinstabilized discretizations #
Canonical forms for linear differential--algebraic equations with variable coefficients
GELDA ---Ein Softwarepaket zur L osung linearer differentiell--algebraischer Gleichungen mit beliebigem
Continuation and Collocation for Parameter Dependent
A NEW SOFTWARE PACKAGE FOR LINEAR DIFFERENTIAL--ALGEBRAIC EQUATIONS
REGULAR SOLUTIONS OF NONLINEAR DIFFERENTIALALGEBRAIC EQUATIONS AND THEIR
The linear quadratic optimal control problem for linear descriptor systems with variable coefficients
Technische Universitat Berlin Institut fur Mathematik
Analysis of over and underdetermined nonlinear di#erentialalgebraic systems with application to nonlinear
Characterization of Classes of Singular Linear Di erential-Algebraic Equations
Smooth factorizations of matrix valued functions and their derivatives Peter Kunkel and Volker Mehrmann +
Continuation and GaussNewton techniques
Analysis und Numerik linearer differentiellalgebraischer Gleichungen
LOCAL AND GLOBAL INVARIANTS OF LINEAR DIFFERENTIALALGEBRAIC EQUATIONS AND THEIR RELATION 3
A TREEBASED ANALYSIS OF A FAMILY OF AUGMENTED SYSTEMS FOR THE COMPUTATION OF SINGULAR POINTS
Wu''+...itgr+...o/oou......q...itgr+xuitq 8u...w#......u...hqu+''sq
Necessary and su#cient conditions in the optimal control for general nonlinear di#erentialalgebraic equations #
GENERALIZED INVERSES OF DIFFERENTIALALGEBRAIC PETER KUNKEL 3 AND VOLKER MEHRMANN y
Mit freundlichen Gruessen des Autors Efficient Computation
Technische Universitat Berlin Institut fur Mathematik
Numerical Solution of Differential Algebraic Riccati Equations P. Kunkel z and V. Mehrmann y
AUGMENTED SYSTEMS FOR THE COMPUTATION OF SINGULAR POINTS IN BANACH SPACE PROBLEMS
AUGMENTED SYSTEMS FOR GENERALIZED TURNING POINTS Peter Kunkel
REGULARIZATION OF LINEAR DESCRIPTOR SYSTEMS WITH VARIABLE COEFFICENTS
Index Reduction for di#erentialalgebraic equations by minimal extension
Technische Universitat Berlin Institut fur Mathematik
A new look at pencils of matrix valued functions Peter Kunkel
0 Introduction In the numerical treatment of parametrized systems of nonlinear equations, points,
