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Bibliographic Details

Title: Mathematik f�r Informatiker: Band 1: Diskrete Mathematik und Lineare Algebra (eXamen.press)
Publisher: Springer
Publication Date: 2008
Language: German
ISBN 10: 3540708243
ISBN 13: 9783540708247
Binding: Soft cover
Edition: 2nd Edition
Condition: acceptable

About this title

Synopsis

In diesem Lehrbuch werden die mathematischen Grundlagen exakt und dennoch anschaulich und gut nachvollziehbar vermittelt. Sie werden durchgehend anhand zahlreicher Musterbeispiele illustriert, durch Anwendungen in der Informatik motiviert und durch historische HintergrA1/4nde oder Ausblicke in angrenzende Themengebiete aufgelockert.

Am Ende jedes Kapitels befinden sich Kontrollfragen, die das VerstAndnis testen und typische Fehler bzw. MissverstAndnisse ausrAumen. ZusAtzlich helfen zahlreiche AufwArmA1/4bungen (mit vollstAndigem LAsungsweg) und weiterfA1/4hrende Aoebungsaufgaben das Erlernte zu festigen und praxisrelevant umzusetzen. Dieses Lehrbuch ist daher auch sehr gut zum Selbststudium geeignet.

ErgAnzend wird in eigenen Abschnitten das Computeralgebrasystem Mathematica vorgestellt und eingesetzt, wodurch der Lehrstoff visualisiert und somit das VerstAndnis erleichtert werden kann.

Review

From the reviews of the first edition:

"This is the first of two volumes on mathematics for computer scientists. ??? To facilitate reading of other literature, alternative or differing definitions of standard terms are frequently given. ??? The work is abundant with exercises ??? . A special feature is the adoption of a computer algebra system, namely Mathematica, for calculation and visualization. ??? The exposition is always clear, most proofs are complete, layout is marvelous ??? . The volume is equally well suited as a textbook for university courses as for self-study." (Dieter Riebesehl, Zentralblatt MATH, Vol. 1080, 2006)

From the reviews of the first edition:

"This is the first of two volumes on mathematics for computer scientists. a ] To facilitate reading of other literature, alternative or differing definitions of standard terms are frequently given. a ] The work is abundant with exercises a ] . A special feature is the adoption of a computer algebra system, namely Mathematica, for calculation and visualization. a ] The exposition is always clear, most proofs are complete, layout is marvelous a ] . The volume is equally well suited as a textbook for university courses as for self-study." (Dieter Riebesehl, Zentralblatt MATH, Vol. 1080, 2006)

"About this title" may belong to another edition of this title.

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