Numerische Verfahren Zur Lsung Unrestringierter Optimierungsaufgaben (Springerlehrbuch) (German Edition),Used

Numerische Verfahren Zur Lsung Unrestringierter Optimierungsaufgaben (Springerlehrbuch) (German Edition),Used

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Product Description Umfassende, aktuelle und deutlich ber die existierende Literatur hinausgehende Darstellung des Themenbereichs 'Numerische Lsung unrestringierter Optimierungsaufgaben mit differenzierbarer Zielfunktion'. Alle Verfahren sind ausfhrlich motiviert und mit einer vollstndigen Konvergenzanalyse versehen. Mit Grundlagen und Testbeispielen im Anhang. Plus: 150 ausgewhlte Aufgaben, Tabellen mit numerischen Resultaten zu allen konkreten Algorithmen. Review From the reviews:'The book derives from different lectures given by the authors at the University of Hamburg. The authors consider only numerical methods for unconstrained optimization problems and assume the function to be minimized is continously differentiable. The book is clearly written and contains many examples. [..]' (H. Benker (Merseburg) Zentralblatt MATH Database 0934.65062) From the Back Cover Dieses Buch bietet eine umfassende und aktuelle Darstellung des Themenbereichs 'Numerische Lsung unrestringierter Opti mierungsaufgaben mit differenzierbarer Zielfunktion', die ber die bislang existierende Lehrbuchliteratur deutlich hinausgeht. Es wendet sich in erster Linie an Studierende der Mathematik, der Wirtschaftsmathematik und der Technomat hematik in mittleren und hheren Semestern, sollte aber auch erfahrenen Mathematikern einen Zugang zur aktuellen For schung und Anwendern einen berblick ber die vorhandenen Verfahren geben. Alle besprochenen Verfahren sind ausfhr lich motiviert und mit einer vollstndigen Konvergenzanalyse versehen, und es werden zu allen konkreten Algorithmen Ta bellen mit numerischen Resultaten angegeben. In Anhngen sind die bentigten Grundlagen aus der mehrdimensionalen Analysis und der linearen Algebra sowie Testbeispiele zusam mengestellt. Abgerundet wird das Buch durch ca. 150 Aufgaben unterschiedlichen Umfangs und Schwierigkeitsgrades.

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