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This book presents four survey articles on various aspects of open
quantum systems, specifically addressing quantum Markovian
processes, Feller semigroups and nonequilibrium dynamics. The
contributions are based on lectures given by distinguished experts
at a summer school in Goettingen, Germany. Starting from basic
notions, the authors of these lecture notes accompany the reader on
a journey up to the latest research, highlighting new challenges
and addressing unsolved problems at the interface between
mathematics and physics. Though the book is primarily addressed to
graduate students, it will also be of interest to researchers.
This book presents four survey articles on various aspects of open
quantum systems, specifically addressing quantum Markovian
processes, Feller semigroups and nonequilibrium dynamics. The
contributions are based on lectures given by distinguished experts
at a summer school in Goettingen, Germany. Starting from basic
notions, the authors of these lecture notes accompany the reader on
a journey up to the latest research, highlighting new challenges
and addressing unsolved problems at the interface between
mathematics and physics. Though the book is primarily addressed to
graduate students, it will also be of interest to researchers.
This book presents four survey articles on different topics in
mathematical analysis that are closely linked to concepts and
applications in physics. Specifically, it discusses global aspects
of elliptic PDEs, Berezin-Toeplitz quantization, the stability of
solitary waves, and sub-Riemannian geometry. The contributions are
based on lectures given by distinguished experts at a summer school
in Goettingen. The authors explain fundamental concepts and ideas
and present them clearly. Starting from basic notions, these course
notes take the reader to the point of current research,
highlighting new challenges and addressing unsolved problems at the
interface between mathematics and physics. All contributions are of
interest to researchers in the respective fields, but they are also
accessible to graduate students.
This book presents four survey articles on different topics in
mathematical analysis that are closely linked to concepts and
applications in physics. Specifically, it discusses global aspects
of elliptic PDEs, Berezin-Toeplitz quantization, the stability of
solitary waves, and sub-Riemannian geometry. The contributions are
based on lectures given by distinguished experts at a summer school
in Goettingen. The authors explain fundamental concepts and ideas
and present them clearly. Starting from basic notions, these course
notes take the reader to the point of current research,
highlighting new challenges and addressing unsolved problems at the
interface between mathematics and physics. All contributions are of
interest to researchers in the respective fields, but they are also
accessible to graduate students.
Computeralgebra- Systeme wie MAPLE gehoeren heute zum Alltag aller,
die Mathematik in Schule, Wirtschaft und Hochschule anwenden.
Gleichzeitig bieten sie die Moeglichkeit, in ganz anderer Weise
Beispiele zu untersuchen und zu veranschaulichen, als dies mit
Bleistift und Papier moeglich ist. Neben einer Einfuhrung in MAPLE
hat dieses Buch zum Ziel, durch die Behandlung von Beispielen den
Stoff des ersten Studienjahres, wie er in den Vorlesungen zur
Analysis und Linearen Algebra behandelt wird, zu vertiefen und zu
veranschaulichen. Es besteht aus Aufgaben mit Erlauterungen, anhand
derer der Leser den Stoff eigenstandig durcharbeiten soll.
Mathematische Anwendersysteme als berufsbildende Kompetenz in der
Bachelor-Ausbildung: Das Buch eignet sich fur ein Modul aufbauend
auf den Grundvorlesungen Analysis und Lineare Algebra. Materialien
zu diesem Buch fur das E-Learning System OKUSON werden fur Dozenten
unter OnlinePLUS bereitgestellt.
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