Module directory - Courses of study from A to Z

Module directory - Courses of study from A to Z

A to Z > Mathematics (Bachelor's Programme) > Bachelor's Programme Mathematics >
Mathematics - Bachelor's Programme
Category Module Module component Semester
1 2 3 4 5 6
Basismodule
 mat020 - Analysis I Lecture +          
Exercises +          
mat030 - Analysis IIa: Integration in One Variable and Differential Equations Lecture   +        
Exercises   +        
mat040 - Analysis IIb: Differentiation in Several Variables Lecture   +        
Exercises   +        
mat050 - Linear Algebra Lecture +          
Exercises +          
Aufbaumodule
 mat103 - Proseminar Analysis Seminar     o o    
mat107 - Proseminar Algebra Seminar     o o    
mat110 - Algebra I: Rings and Modules Lecture   +        
Exercises   +        
mat120 - Probability and Statistics Lecture       +    
Exercises       +    
mat130 - Analysis III: Measure and Integration Lecture     +      
Exercises     +      
mat140 - Introduction to Numerical Analysis Lecture     +      
Exercises     +      
mat150 - Algebra II: Group and Field Theory Lecture       +    
Exercises       +    
mat160 - Complex Analysis Lecture       +    
Exercises       +    
Vertiefungsmodule
 mat310 - Statistics I - Introduction to Applied Statistics Lecture     o   o  
Exercises     o   o  
mat315 - Statistics II – Mathematical Foundations of Applied Statistics Lecture       o   o
Exercises       o   o
mat320 - Mathematical Modelling Lecture       o   o
Exercises       o   o
mat325 - Introduction to Differential Geometry Lecture       o o o
Exercises       o o o
mat330 - Functional Analysis Lecture         o o
Exercises         o o
mat335 - Introduction to Number Theory and Computer Algebra Lecture         o  
Exercises         o  
mat340 - Numerical Methods for Ordinary Differential Equations Lecture       o   o
Exercises       o   o
mat350 - Linear and Non-Linear Optimization Lecture       o   o
Exercises       o   o
mat355 - Elementary Stochastic Processes and Finance Lecture       o o o
Exercises       o o o
mat360 - Introduction to Number Theory and Computer Algebra Lecture       o o o
Exercises       o o o
mat365 - Introduction to Actuarial and Financial Mathematics Lecture            
Exercises            
Nebenfachmodule
 bio400 - Basic Concepts in Neurobiology I Lecture            
Exercises            
Tutorial            
Seminar            
che101 - Basic Chemistry Lecture            
Exercises            
che102 - Basic Chemistry Laboratory Lecture            
Practical training            
mar020 - Environmental and Earth Sciences Lecture            
Exercises            
Seminar            
Practical training            
mar060 - General Ecology Lecture            
Seminar            
Practical training            
mar070 - Soil Science, Hydrology and Ecosystems Lecture            
Seminar            
Practical training            
phi110 - Introduction to Theoretical Philosophy and its Conveyance Lecture            
Tutorial            
Seminar            
phi130 - Introduction to Logic Lecture            
Tutorial            
Seminar            
phy010 - Experimental Physics I: Mechanics Lecture            
Exercises            
phy020 - Experimental Physics II: Electrodynamics and Optics Lecture            
Exercises            
phy110 - Introductory Course Theoretical Physics Lecture            
Exercises            
wir011 - Introduction to Business Administration Lecture            
Tutorial            
wir021 - Double Entry Bookkeeping & Financial Statements under German Law (HGB) Lecture            
Tutorial            
wir032 - Managerial Accounting Lecture            
Tutorial            
wir041 - Introduction to economics Lecture            
Tutorial            
wir060 - Financial Accounting Lecture            
Exercise or tutorial            
wir082 - Corporate Finance Lecture            
Tutorial            
bio210 - General Biology Lecture            
Tutorial            
Seminar (PFLICHT für Erstsemester!)            
bio275 - Basics in Physiology Lecture            
Exercises            
inf005 - Software Engineering I Lecture            
Exercises            
inf030 - Programming, Algorithms and Data Structures Lecture            
Exercises            
inf031 - Object-oriented Modelling and Programming Lecture            
Exercises            
inf200 - Computer Engineering I Lecture            
Exercises            
inf401 - Foundations of Theoretical Computer Science Lecture            
Exercises            
mar120 - Geological and Biological Coastal Systems Lecture            
Seminar            
Practical training            
phy011 - Basic Laboratory Course Physics Seminar            
Practical training            
bio215 - Introduction to Biology Lecture            
Seminar (Gefahrstoffverordnung und Arbeitsschutz (PFLICHT für Erstsemester!))            
Tutorial (optional)            
bio325 - Pollination and Dispersal - Concepts Lecture            
Seminar            
bio326 - Pollination and Dispersal - Methods Exercises            
bio327 - Pollination and Dispersal - Methods not just for Schools Exercises            
bio355 - Microscopical Anatomy Lecture and seminar            
Exercises            
bio375 - Flora - Advanced Concepts Lecture            
Seminar            
bio376 - Flora - Advanced Methods Exercises            
bio377 - Flora - Advanced Methods not just for schools Exercises            
bio405 - Introduction to Neurobiology I Lecture            
Seminar            
Exercises            
Tutorial (optional)            
bio415 - Introduction to Neurobiology II Lecture            
Seminar            
che115 - Theoretical and Mathematical Foundations of Chemistry Lecture            
Exercises            
phi111 - Introduction to Theoretical Philosophy and its Conveyance Lecture            
Seminar            
Tutorial            
che125 - Thermodynamics Lecture            
Exercises            
Practical training            
bio408 - Introduction to Neurobiology I Lecture            
Seminar            
Tutorial            
Abschlussmodul
 bam - Bachelor´s Thesis Module Seminar           o