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Lehrveranstaltungen in der Informatik
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Mathematik 2


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Prof. Dr. M. Kersken

zurück zurück

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Inhalt


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Analysis

  • Folgen und Reihen
  • Differenzialrechnung einer Veränderlichen
  • Integralrechnung einer Veränderlichen
  • Reihenentwicklung von Funktionen
  • Numerische Lösungsverfahren von Gleichungen
  • Extremwertprobleme

 

Diskrete Mathematik

  • Kombinatorik
  • Diskrete Wahrscheinlichkeitsrechnung
  • Elemente der Graphentheorie, Netzwerke

Organisation


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2. Semester, Vorlesung / Übung  4-std.


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Sprache: deutsch


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Präsenzstudium: 60 h, Eigenstudium: 90 h

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Gesamtaufwand: 150 h


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Leistungspunkte (credit points): 5
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Medienformen: Tafel
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Vorbedingungen: keine
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Prüfung: PL (Klausur)


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Lernziele


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Sie beherrschen die grundlegenden Themen der Analysis und der diskreten Mathematik über den allgemeinen Schulstoff hinaus. Nach der Bearbeitung themenbezogener Übungs­aufgaben sind Sie mit den analytischen Methoden zur Modellierung und Lösung von Problemen vertraut.

Literatur

H. Heuser: Lehrbuch der Analysis, Tl. 1. 16. Auflage, Teubner (2006)

H. Heuser: Lehrbuch der Analysis, Tl. 2. 13. Auflage, Teubner (2004)

W. Preuß, G. Wenisch, R.U. Schmidt: Lehr- und Übungsbuch Mathematik 1. 2. Auflage, Hanser (2003)

U. Storch, H. Wiebe: Lehrbuch der Mathematik 2. 2. Auflage, Spektrum (1999)


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