Neuronale Informationsverarbeitung

Colloquium Summer Term 2023

Day, time & location:

Colloquia take place weekly during term time, per default in presence in the 1st floor meeting room 10-10/A12 on Tuesdays from 13:00 till 14:30 hrs (Central European Time, CET) starting on April 25th, 2023. Please note that some talks may have to be held at a different time or day (if applicable this is indicated in the table below).

Sometimes NIP colloquia take place "virtually" and are hosted via Zoom. If a NIP colloquium takes place as virtual colloquium this is indicated in the table below. Virtual NIP colloquia are open to guests from anywhere in the world. If you are interested in attending one or several of the virtual NIP colloquia, one option is to subscribe to our mailing list by sending an empty email to nip-colloquium-subscribespam prevention@listserv.uni-tuebingen.de. (Please send the empty email from an official university account, otherwise your registration is likely going to be delayed or even impossible.) You will then receive the zoom link, the abstract and the password the day before the talk via an email to the mailing list.
Alternatively you can join our virtual colloquia spontaneously and without registration on our mailing list via the Zoom link posted here—it will be posted 24 hours prior to the colloquium. Please click here:

Zoom link

...will be online in due time

Hybrid NIP colloquia: If you are interested in one of our in presence—"analogue"—colloquia but cannot yourself attend in person, please send an email to silke.gramerspam prevention@uni-tuebingen.de and ask if the colloquium could perhaps be held as an hybrid event (in presence plus Zoom). Depending on how many requests we receive we may or may not be able to stream the in presence colloquium also via Zoom. If we decide to offer the colloquium as an hybrid event this will then be indicated in the table below and the Zoom link will be posted to everyone on our mailing list as well as in the field above.

Important note for students in the Bachelor Cognitive Science: The NIP colloquium is officially listed in Alma, and thus you can have your participation in a colloquium be counted in the module "Forschungskolloquium Kognitionswissenschaft”. In the case of a virtual colloquium please write an email to Felix Wichmann (preferably while or immediately after the talk and from your official University account). In case of an analogue, in person colloquium please approach Felix Wichmann directly after the colloquium and ask him to sign your form.

date speaker title
18.04.2023 no colloquium   
25.04.2023
 

Hamit Başgöl, University of Tübingen, Research Group on Experimental Cognitive Science

Moderator: Felix Wichmann

The modulation of pupil dilation responses associated with model reset

02.05.2023
cancelled

Apl. Prof. Dr. Britta Dorn, University of Tübingen, Department of Computer Science

Moderator: Felix Wichmann
— cancelled due to illness —

How to be fair - an invitation to Computational Social Choice

09.05.2023

Lukas Huber, Universität Bern, Institut für Psychologie

Moderator: Felix Wichmann

Creating to perceive: The role of mental imagery in object recognition—a project overview
16.05.2023 no colloquium   
23.05.2023 no colloquium   
30.05.2023 Pfingsten/Pentecost
06.06.2023 no colloquium   

13.06.2023

15:00 CEST

Prof. Meike Ramon, Ph.D., University of Lausanne, Institute of Psychology

Moderator: Felix Wichmann

Human Face Identity Processing - From Prosopagnosia to Super-Recognizers

20.06.2023

Prof. Dr. Philipp Hennig, University of Tübingen, Methoden des Maschinellen Lernens

Moderator: Felix Wichmann

Uncertainty in Deep Learning — a differential approach
27.06.2023

no colloquium
04.07.2023 NIP internal progress talks  
11.07.2023 no colloquium   
18.07.2023
 

Prof. Dr. Frank Jäkel, Technische Universität Darmstadt

Moderator: Felix Wichmann

Criterion Learning in Signal Detection Models
25.07.2023

Dr. Nora Wickelmaier, IWM Tübingen and Dr. Florian Wickelmaier, University of Tübingen, Department of Psychology

Moderator: Felix Wichmann

Power Analysis and Sample Size Calculation