Speaker:
Stefan Hollands

Coordinator:
Jörg Lehnert

Address:
Inselstraße 22
04103 Leipzig
Germany

Contact:
+49(0)341-9959-641
+49(0)341-9959-658
 IMPRS

Stochastics and Discrete Structures

Scientific Members working in this area

Description of Research

An active research area of this group is information theory. On one hand, the approach of information geometry brings powerful tools from geometry to bear on questions in statistics and data analysis. On the other hand, information theoretical concepts like graphic models are useful for understanding information processing in neural and cognitive systems. In the life sciences, we model and analyze gene regulation, protein-protein interaction and metabolic networks and develop new tools from discrete mathematics like graph relations to investigate them. We also explore the links between stochastic analysis and statistical physics. Furthermore, concentration inequalities and Wasserstein geometries provide deep links between stochastic analysis, partial differential equations and geometry.

Current PhD Students

Surname, first nameEmailPhoneOfficeHomepage
Berkemer, SarahSarah.Berkemer560B3 05external
Kunick, FlorianFlorian.Kunick976F2 10 
Neuß, MariusMarius.Neuss964F2 10 
Rodríguez Fernández, Angel EduardoAngel.Rodriguez848G2 11 

Alumni

NameAdvisorGraduationTopic
Holger BernigauNihat Ay2015Causal models over infinite graphs and their application to the sensorimotor loop : general stochastic aspects and gradient methods for optimal control (see more)
Guido MontúfarNihat Ay2012On the expressive power of discrete mixture models, restricted Boltzmann machines, and deep belief networks - a unified mathematical treatment (see PDF)
Wolfgang OttoPeter Stadler2011Transcriptional regulatory elements : detection and evolutionary analysis (see more)
Johannes RauhNihat Ay2011Finding the maximizers of the information divergence from an exponential family (see more)
Lorenzo TaggiArtem Sapozhnikov2015Absorbing-state phase transition in activated random walk and probabilistic cellular automata (see more)
01.10.2018, 23:40