Computer Science  |
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| I. Informatics basic courses (Vorlesungen Informatik Bachelor) |
| Big Data Engineering (vormals Informationssysteme) |
(Dittrich) |
| Grundlagen der Cybersicherheit I |
(Stock) |
| Grundlagen der Cybersicherheit II |
(Schwarz) |
| Grundlagen der Medieninformatik |
(Krüger) |
| Grundzüge der Theoretischen Informatik |
(Bläser) |
| Grundzüge von Algorithmen und Datenstrukturen |
(Bringmann) |
| Interactive Systems |
(Schmitz) |
| Mathematics for Computer Scientists I-III |
(Bender, Mai) |
| Mathematik für Informatiker*innen I - III |
(Bender, Groves, Mai) |
| Nebenläufige Programmierung / Concurrent Programming |
(Hermanns) |
| Programmieren für Ingenieur*innen |
(Steimle) |
| Programmierung 1 |
(Hermanns) |
| Programmierung 2 |
(Hoffmann) |
| Softwarepraktikum |
(Apel) |
| Statistics Lab |
(Wolf) |
| Systemarchitektur |
(Reineke) |
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| II. Informatics core courses (Informatik Stammvorlesungen) |
| Algorithms and Data Structures |
(Seidel) |
| Artificial Intelligence |
(Hoffmann) |
| Automated Reasoning |
(Weidenbach) |
| Compiler Construction |
(Hack) |
| Complexity Theory |
(Bläser) |
| Computer Algebra |
(Bartholdi) |
| Computer Architecture |
(Paul) |
| Computer Graphics |
(Slussalek) |
| Cryptography |
(Joux, Loss) |
| Database Systems |
(Dittrich) |
Digital Transmission, Signal Processing (Telecommunications 1)
Audio/Visual Communication and Networks (Telecommunications 2) |
(Herfet) |
| Distributed Systems |
(Bindschaedler, Garg) |
| Embedded Systems |
(Maggio) |
| Geometric Modeling |
(Zayer) |
| Human-Computer Interaction |
(Schmitz) |
| Image Processing and Computer Vision |
(Peter) |
| Information Retrieval and Data Mining |
(Vreeken, Strötgen) |
| Introduction to Computational Logic |
(Smolka) |
| Machine Learning |
(Fritz) |
| Operating Systems |
(Kaufmann) |
| Optimization |
(Karrenbauer) |
| Security |
(Bugiel, Holz) |
| Semantics |
(Dreyer) |
| Software Engineering |
(Apel) |
| Verification |
(Finkbeiner) |
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| III. Informatics advanced courses / seminars (Vertiefungsvorlesungen / Seminare Informatik Hauptstudium) |
| Aspects of Quantitative Program Verification |
(Kaminski) |
| Convex Analysis and Optimization |
(Ochs) |
| Data Science |
(Maaß) |
| Distributed Graph Algorithms |
(Brandt) |
| GPU Programming |
(Membarth) |
| High-Level Computer Vision |
(Schiele) |
| Image Compression |
(Peter) |
| Informationsverarbeitende Automaten und Musikinstrumente von der Antike bis zur frühen Neuzeit |
(Hoffmann, Tregellis) |
| Multimedia Transport |
(Herfet) |
| Neural Networks: Theory and Implementation |
(Klakow) |
| Numerical Algorithms for Visual Computing |
(Weickert, Chizhov) |
| Query Optimization: Past to Present |
(Dittrich, Haffner) |
| Realistic Image Synthesis |
(Slusallek) |
| Software Engineering Research in the Neuroage |
(Apel) |
| Topics in Algorithmic Data Analysis |
(Vreeken) |
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| IV. Bioinformatics courses (Vorlesungen der Bioinformatik) |
| Bioinformatik 1 |
(Lenhof) |
| Bioinformatik 2 |
(Lenhof) |
| Bioinformatik 3 |
(Helms) |
| Computational Chemistry |
(Hutter) |
| Modern Methods in Drug Discovery |
(Hutter) |
| Structural Bioinformatics |
(Kalinina) |
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| Language Science and Technology |
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| A. Language Science and Technology (Sprachwissenschaft und Sprachtechnologie) |
| Computational Linguistics |
(Koller) |
| Computerlinguistische Algorithmen |
(Thater) |
| Einführung in die Linguistik des Japanischen |
(Schmidt) |
| Einführung in Pragmatik und Diskurs |
(Drenhaus) |
| Grundlagen der Signalverarbeitung |
(Klakow) |
| Mathematische Grundlagen: Logik |
(Thater) |
| Sign Language Recognition and Translation |
(Hamidullah) |
| Speech Science |
(Möbius) |
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| Mathematics |
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| i. Mathematics basic courses (Vorlesungen Mathematik: Erster Studienabschnitt und Hörer anderer Fachrichtungen) |
| Analysis 1 |
(Hartz) |
| Analysis 2 |
(Groves) |
| Analysis 3 |
(Groves) |
| Einführung in die Numerik |
(Rjasanow) |
| Höhere Mathematik für Ingenieur*innen 1-4 |
(Bildhauer, Fuchs, Speicher, Weber) |
| Lineare Algebra 1-2 |
(Brandhorst, Weitze-Schmithüsen) |
| Mathematik für Naturwissenschaftler*innen 1-2 |
(Lazić, Schulz) |
| Mathematik für Studierende der Biologie und des Lehramtes Chemie |
(Hoffmann) |
| Programmierung |
(Vierus) |
| Theorie und Numerik gewöhnlicher Differentialgleichungen |
(Rjasanow) |
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| ii. Mathematics core courses (Vorlesungen Mathematik Hauptstudium) |
| Algebra |
(Bartholdi) |
| Algebraic Topology |
(Xie) |
| Algebraische Geometrie I |
(Brandhorst) |
| Analytische Geometrie |
(Lambert) |
| Complex Analysis (Funktionentheorie) |
(Fuchs) |
| Complex Geometry |
(Stenger) |
| Continuous Optimization |
(Ochs) |
| Dynamical Systems |
(Hill) |
| Einführung in die Variationsrechnung |
(Bildhauer) |
| Elementarkurs Partielle Differentialgleichung |
(Bildhauer) |
| Focus Semester on Quantum Information |
(Weber) |
| Hardy Spaces |
(Hartz) |
| High Dimensional Analysis: Random Matrices and Machine Learning |
(Speicher) |
| Höhere Kurven |
(Fuchs) |
| Inverse Problems / Nonlinear Inverse Problems |
(Schuster) |
| Machine Learning for Inverse Problems |
(Schuster) |
| Minimalflächen |
(Fuchs) |
| Numerik partieller Differentialgleichungen |
(Rjasanow) |
| Operator Algebras |
(Speicher, Weber) |
| Partial Differential Equations I |
(Nilsson) |
| Proseminar zur Analysis |
(Hartz) |
| Reading Seminar on Free Probability Theory |
(Speicher) |
| Seminar: Fourieranalysis |
(Buchheit, Seibel) |
| Stochastik I |
(Zähle) |
| Stochastics II |
(Zähle) |
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| iii. Mathematics didactics (Mathematik Didaktik) |
| Elementare Zahlentheorie |
(Tsakanikas) |
| Grundschuldidaktik |
(Platz) |
| Sachrechnen und seine Didaktik |
(Bierbrauer) |
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