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Tatjana Stykel (1973-)

Mathematikerin

Name	Tatjana Stykel
Zeit	1973- (Lebensdaten)
Ort	Deutschland
Geschlecht	weiblich
Akademischer Grad bzw. Titel	Prof. Dr.
Beruf	Mathematikerin (charakteristischer Beruf) Hochschullehrerin
Themengebiet	Personen zu Mathematik
Weitere Angaben	Professorin am Institut für Mathematik d. Universität Augsburg (Stand 10/18)
Quelle	https://scwww.math.uni-augsburg.de/~stykel/index.html (Stand: 25.10.2018)
Datensatztyp	Person
GND-Nummer	1169860893
Datensatz-ID	1169860893
Beteiligt an alle anzeigen Riemannian Newton methods for energy minimization problems of Kohn-Sham type Energy-adaptive Riemannian optimization on the Stiefel manifold Model Reduction of Descriptor Systems A two-step Model Reduction Approach for Mechanical Systems With Moving Loads Model Order Reduction for Elastic Multibody Systems with Moving Loads Model Order Reduction for Magneto-Quasistatic Equations Solving Parameter-Dependent Lyapunov Equations Using Reduced Basis Method With Application to Parametric Model Order Reduction H2 pseudo-optimal model order reduction Model Order Reduction of Parameterized Circuit Equations Based on Interpolation Model Reduction of Descriptor Systems by Interpolatory Projection Methods Optimal control of robot guided laser material treatment Optimal control of robot guided laser material treatment Analysis and numerical solution of generalized Lyapunov equations Generalized Lyapunov equations for descriptor systems : stability and inertia theorems On a criterion for asymptotic stability of differential algebraic equations

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Tatjana Stykel (1973-)

Riemannian Newton methods for energy minimization problems of Kohn-Sham type

Energy-adaptive Riemannian optimization on the Stiefel manifold

Model Reduction of Descriptor Systems

A two-step Model Reduction Approach for Mechanical Systems With Moving Loads

Model Order Reduction for Elastic Multibody Systems with Moving Loads

Model Order Reduction for Magneto-Quasistatic Equations

Solving Parameter-Dependent Lyapunov Equations Using Reduced Basis Method With Application to Parametric Model Order Reduction

H2 pseudo-optimal model order reduction

Model Order Reduction of Parameterized Circuit Equations Based on Interpolation

Model Reduction of Descriptor Systems by Interpolatory Projection Methods

Optimal control of robot guided laser material treatment

Optimal control of robot guided laser material treatment

Analysis and numerical solution of generalized Lyapunov equations

Generalized Lyapunov equations for descriptor systems : stability and inertia theorems

On a criterion for asymptotic stability of differential algebraic equations