Discrete and Combinatorial Optimisation
Diskrete und Kombinatorische Optimierung
Semester:
Summer
Sprache:
English
Credits:
9
Reguläre Studiengänge:
-
Mathematics B.Sc.
-
Business Mathematics B.Sc.
Klausur:
-
Prüfungsart:
Mündlich oder Schriftlich
-
Prüfungsvoraussetzungen:
Solving and presentation of several excercises throughout the term
Inhalt
-
Minimum spanning tree
-
Matchings in general graphs
-
Foundations of approximation algorithms
-
Foundations of discrete optimisation
-
Foundations and algorithms of machine learning
Lernziele
-
Deep understanding of terms, models and methods from linear and network optimisation
-
Understanding algorithms for linear and network flow research and ability to analyse those
-
Formulation of real world problems as abstract and well-known mathematical problems from discrete and combinatorial optimisation
Empfohlene Vorkenntnisse
Knowledge of Linear Optimization and Network Algorithms