LFU:online

Students who have completed this module understand the contents of the lecture and are able to give an account of them and to apply them. They have obtained the ability to acquire knowledge of similar contents on their own. In addition they have achieved a basic understanding of the mathematical way of thinking.

Discussion, deepening and practicing the contents of the lecture; exercise in scientific reasoning and in presenting mathematical content.

compulsary attendence

Exercises are given to be prepared at home. Solutions are presented during classes and discussed.

denote prepared exercises

oral presentation at the blackboard

discussion during classes

2 written exams

Amann, Herbert; Escher Joachim: Analysis 1

Hewitt, Edwin; Stromberg, Karl: Real and Abstract Analysis

Dieudonné, Jean Alexandre: Éléments d’analyse (1-3)

Heuser, Harro: Lehrbuch der Analysis 1

Walter, Wolfgang: Analysis 1

Forster, Otto: Analysis 1

Erwe, Friedhelm: Differential- und Integralrechnung 1

Endl, Kurt; Luh, Wolfgang: Analysis I

Grauert, Hans; Lieb, Ingo: Differential- und Integralrechnung I

Blatter, Christian: Analysis 1

Liedl, Roman; Kuhnert, Kristian: Analysis in einer Variablen

Barner, Martin; Flohr, Friedrich: Analysis 1

Wolter, Helmut; Dahn, Ingo: Analysis Individuell

Gärtner – Bellmann – Lyska – Schmieder: Analysis in Fragen und Übungsaufgaben